LastUpdate 2017/05/07



@w‚f‚q‚`‚o‚d‚rx‚âw‚e‚•‚Ž‚ƒ‚”‚‰‚‚Ž ‚u‚‰‚…‚—x‚́AŠÖ”‚ĚŽŽ‚đ‘ă“ü‚ˇ‚é‚ž‚Ż‚ŁA‚˘‚Ć‚ŕŠČ’P‚ɃOƒ‰ƒt‚đ•`‚˘‚Ä‚ľ‚Ü‚¤—DG‚ČƒtƒŠ[ƒ\ƒtƒg‚Ć‚ľ‚Ä—L–ź‚Ĺ‚ˇB
@‚Z‚̐”Šw‚ĚŽö‹Ć‚Ĺ‚QŽŸŠÖ”‚ĚƒOƒ‰ƒt‚ĚŽw“ą‚đ‚ˇ‚éę‡A‚˜‚™‘Ήž•\‚đěŹ‚ľA‚˜‚™Ŕ•W•˝–Ę‚É“_‚đƒvƒƒbƒg‚ľ‚āA‚Č‚ß‚ç‚Š‚ȋȐü‚Ĺ“_‚Ć“_‚đŒ‹‚ń‚ĹƒOƒ‰ƒt‚đ•`‚Š‚š‚é‚ą‚Ć‚Š‚çŽn‚ß‚Ü‚ˇB
@@w‚f‚q‚`‚o‚d‚rx‚âw‚e‚•‚Ž‚ƒ‚”‚‰‚‚Ž ‚u‚‰‚…‚—x‚́AŠÖ”‚ĚŽŽ‚đ‘ă“ü‚ˇ‚é‚ž‚Ż‚ĹƒOƒ‰ƒt‚đ•`‚˘‚Ä‚ľ‚Ü‚¤‚˝‚߁A‚ť‚ą‚É‚Í‚˜‚™‘Ήž•\‚đěŹ‚ľA“_‚đƒvƒƒbƒg‚ľ‚āA‚Č‚ß‚ç‚Š‚ȋȐü‚ĹŒ‹‚ÔŠ´Šo‚Í‚Ů‚Ć‚ń‚Ç‚ ‚č‚Ü‚š‚ńB
@‚ľ‚Š‚ľA‚˜‚™‘Ήž•\‚đěŹ‚ľA“_‚đƒvƒƒbƒg‚ľ‚āA‚Č‚ß‚ç‚Š‚ȋȐü‚ĹŒ‹‚ÔŠ´Šo‚ĹƒOƒ‰ƒt‚đ•`‚­‚ą‚Ć‚đƒRƒ“ƒsƒ…[ƒ^ă‚Ĺ‚ŕ‰Â”\‚É‚ˇ‚é‚Ě‚ŞAŽ„‚˝‚ż‚Ş“úí‚ć‚­Žg‚Á‚Ä‚˘‚éu•\ŒvŽZƒ\ƒtƒgw‚d‚˜‚ƒ‚…‚Œxv‚Č‚Ě‚Ĺ‚ˇB
@“Œ‹ß]‚Ě‚ ‚éŒö—§‚̐}‘ŠŮ‚ɍs‚Á‚˝‚Ć‚ŤAu‚d‚˜‚ƒ‚…‚Œ‚ĹŠw‚Ô‚â‚ł‚ľ‚˘”Šw@(ŽOŠpŠÖ”‚Š‚ç”÷Ď•Ş‚Ü‚Ĺ)@űü‹´K‹vE“nç˛”Şˆę@‹¤’˜@ƒI[ƒ€ŽĐ o”Łv‚Ć‚˘‚¤–{‚đ‹ô‘RŒŠ‚‚Ż‚Ü‚ľ‚˝Bw‚d‚˜‚ƒ‚…‚Œx‚đŽg‚Á‚˝ŠÖ”‚ĚƒOƒ‰ƒt‚Ě•`‚Ť•ű‚âA”—ń‚̍l‚Ś•ű‚Ş‚Ü‚ł‚Ɂw‚d‚˜‚ƒ‚…‚Œx‚ĚƒRƒs[‹@”\‚ť‚Ě‚ŕ‚Ě‚Ĺ‚ ‚é‚ą‚Ć‚É‹C‚Ă‚Š‚š‚ç‚ę‚é‹Lq‚đ”­ŒŠ‚ľ‚Ü‚ľ‚˝B
@‚Ü‚˝A–ÚŽŸ‚Ě‚P‚Q`‚P‚S‚́uƒVƒ~ƒ…ƒŒ[ƒVƒ‡ƒ“vAu‘f”‚ĆŠŽ‘S”vAu‹É•ű’öŽŽv‚ł́Aw‚d‚˜‚ƒ‚…‚Œx‚đŽg‚¤‚Ć‚ą‚ń‚Č‚ą‚Ć‚Ü‚Ĺ‚Ĺ‚Ť‚Ä‚ľ‚Ü‚¤‚Ć‚˘‚¤‚ą‚Ć‚đĐ‰î‚ľ‚Ü‚ľ‚˝BĽ”ńA’§í‚ľ‚Ä‚Ý‚Ä‚­‚ž‚ł‚˘B‘ź‚Ě‚ą‚Ć‚É‚ŕ‰ž—p‚Ĺ‚Ť‚é‚Í‚¸‚Ĺ‚ˇB
@g‚É•t‚Ż‚Ä‚Ů‚ľ‚˘Š´Šo‚â‹Z”\E’mŽŻ‚Ěˆá‚˘‚É‚ć‚Á‚āA@w‚f‚q‚`‚o‚d‚rxAw‚e‚•‚Ž‚ƒ‚”‚‰‚‚Ž ‚u‚‰‚…‚—xAw‚d‚˜‚ƒ‚…‚Œx‚đŽg‚˘•Ş‚Ż‚é‚ą‚ƂŁA‚ć‚čŒř‰Ę‚Ě‚ ‚éŽö‹Ć‚đ‘g‚Ý—§‚Ä‚é‚ą‚Ć‚Ş‚Ĺ‚Ť‚é‚ƍl‚Ś‚Ü‚ˇB@




http://kn-makkun.com/MakkunWp/excels.html
No –ځ@ŽŸ
‚P @‚QŽŸŠÖ”
‚Q @ŽOŠpŠÖ”
‚R @Žw”ŠÖ”
‚S @‘ΐ”ŠÖ”
‚T @‚˘‚낢‚ë‚ȋȐü
‚U @”÷•Şi‚ť‚Ě‚Pj
‚V @”÷•Şi‚ť‚Ě‚Qj
‚W @Ď•Ş
‚X @”—ń
‚P‚O @•Ą‘f”
‚P‚P @•˝•űŞ‚̉ž—p
‚P‚Q @ƒVƒ~ƒ…ƒŒ[ƒVƒ‡ƒ“ @new
‚P‚R @‘f”‚ĆŠŽ‘S”@new
‚P‚S @‹É•ű’öŽŽ@new
‚P‚T @ƒ_ƒEƒ“ƒ[ƒh@new
‚P‚U @ƒTƒ“ƒvƒ‹ƒf[ƒ^‚ĚŽg‚˘•ű

ƒgƒbƒvƒy[ƒW‚Ö–ß‚é


@–ÚŽŸ‚ց@
@y‚P‚O‚Pz ‚QŽŸŠÖ”
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń
11s x y=x^2 y=2x^2 y=3x^2
12s -4 16 32 48
13s -3 9 18 27
14s -2 4 8 12
15s -1 1 2 3
16s 0 0 0 0
17s 1 1 2 3
18s 2 4 8 12
19s 3 9 18 27
20s 4 16 32 48

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚Ɂ@|‚S@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚ɁA‚a‚P‚Q{‚P@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B20‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚Ɂ@‚a‚P‚QO‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚Ɂ@‚Q–‚a‚P‚QO‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚Ɂ@‚R–‚a‚P‚QO‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:E12‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C20‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:E20‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č5.0
@@@@@@¨ •Â‚ś‚é

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@

@@@ƒlŽ@‚Q„
@@@@@@

@y‚P‚O‚Qz ‚QŽŸŠÖ”
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

@@@ƒŽQl„
@@@@@@y‚P‚O‚Pz‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń D—ń
11s x y=2x^2 y=-2x^2
12s -4 32 -32
13s -3 18 -18
14s -2 8 -8
15s -1 2 -2
16s 0 0 0
17s 1 2 -2
18s 2 8 -8
19s 3 18 -18
20s 4 32 -32

@@@ (2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D20‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č5.0
@@@@@@¨ •Â‚ś‚é

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@
@@@@@@
@@@@@@
@@@ƒlŽ@‚P„
@@@@@@@

@@@ƒlŽ@‚Q„
@@@@@@
@@@@@‚ǂ̂悤‚É‚Č‚Á‚Ä‚˘‚é‚ĆŒž‚Ś‚é‚ŠB

@y‚P‚O‚Rz ‚QŽŸŠÖ”
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

@@@ƒŽQl„
@@@@@@y‚P‚O‚Pz‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń D—ń E—ń
11s x y=2x^2 y=2x^2+3 y=2x^2-3
12s -4 32 35 29
13s -3 18 21 15
14s -2 8 11 5
15s -1 2 5 -1
16s 0 0 3 -3
17s 1 2 5 -1
18s 2 8 11 5
19s 3 18 21 15
20s 4 32 35 29

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:E20‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č5.0
@@@@@@¨ •Â‚ś‚é

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@
@@@@@@”äŠr‚ľ‚Č‚ł‚˘B

@@@ƒlŽ@‚Q„
@@@@@@@
@@@@@@q‚ׂȂł‚˘B

@@@ƒlŽ@‚R„
@@@@@@@
@@@@@@‚ǂ̂悤‚É‚Č‚Á‚Ä‚˘‚é‚ĆŒž‚Ś‚é‚ŠB

@y‚P‚O‚Sz ‚QŽŸŠÖ”
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

@@@ƒŽQl„
@@@@@@y‚P‚O‚Pz‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń D—ń E—ń
11s x y=2x^2 y=2(x+2)^2 y=2(x-2)^2
12s -4 32 8 72
13s -3 18 2 50
14s -2 8 0 32
15s -1 2 2 18
16s 0 0 8 8
17s 1 2 18 2
18s 2 8 32 0
19s 3 18 50 2
20s 4 32 72 8

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:E20‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č5.0
@@@@@@¨ •Â‚ś‚é

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@
@@@@@@”äŠr‚ľ‚Č‚ł‚˘B

@@@ƒlŽ@‚Q„
@@@@@@@
@@@@@@q‚ׂȂł‚˘B

@@@ƒlŽ@‚R„
@@@@@@@
@@@@@@‚ǂ̂悤‚É‚Č‚Á‚Ä‚˘‚é‚ĆŒž‚Ś‚é‚ŠB

@y‚P‚O‚Tz ‚QŽŸŠÖ”
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

@@@ƒŽQl„
@@@@@@y‚P‚O‚Pz‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń D—ń
11s x y=2x^2 y=2(x-2)^2+3
12s -4 32 75
13s -3 18 53
14s -2 8 35
15s -1 2 21
16s 0 0 11
17s 1 2 5
18s 2 8 3
19s 3 18 5
20s 4 32 11

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D20‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@

@@@ƒlŽ@‚Q„
@@@@@@@

@@@ƒlŽ@‚R„
@@@@@@@
@@@@@@‚ǂ̂悤‚É‚Č‚Á‚Ä‚˘‚é‚ĆŒž‚Ś‚é‚ŠB

@y‚P‚O‚Uz ‚QŽŸŠÖ”
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

@@@ƒŽQl„
@@@@@@y‚P‚O‚Pz‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń D—ń
11s x y=-x^2 y=-x^2+6x-7
12s -4 -16 -47
13s -3 -9 -34
14s -2 -4 -23
15s -1 -1 -14
16s 0 0 -7
17s 1 -1 -2
18s 2 -4 1
19s 3 -9 2
20s 4 -16 1

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D20‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB

@@@(3) ƒOƒ‰ƒA‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@

@@@ƒlŽ@‚Q„
@@@@@@@



@–ÚŽŸ‚ց@
@y‚Q‚O‚Pz ŽOŠpŠÖ” ‚™‚“‚‰‚Ž‚˜ ‚Ć ‚™‚“‚‰‚Ž‚Q‚˜ ‚Ć ‚™‚“‚‰‚Ž‚R‚˜ ‚ĚƒOƒ‰ƒt‚đ•`‚­B
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń
11s x y=sinx y=sin2x y=sin3x
12s 0 0 0 0
13s 2 0.0348ĽĽĽ 0.0697ĽĽĽ 0.1045ĽĽĽ
14s 4 0.0697ĽĽĽ 0.1391ĽĽĽ 0.2079ĽĽĽ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
190s 356 -0.0697ĽĽĽ -0.1391ĽĽĽ -0.2079ĽĽĽ
191s 358 -0.0348ĽĽĽ -0.0697ĽĽĽ -0.1045ĽĽĽ
192s 360 -2.4503ĽĽĽ -4.9005ĽĽĽ -7.3508ĽĽĽ

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚Ɂ@‚O@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚ɁA‚a‚P‚Q{‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚Ɂ@‚r‚h‚m(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚Ɂ@‚r‚h‚m(‚q‚`‚c‚h‚`‚m‚r(‚Q–‚a‚P‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚Ɂ@‚r‚h‚m(‚q‚`‚c‚h‚`‚m‚r(‚R–‚a‚P‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:E12‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:E192‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ś‰E‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č30.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č10.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@@‚™‚“‚‰‚Ž‚˜‚ĚƒOƒ‰ƒt‚ĚŽüŠú‚đƒOƒ‰ƒt‚Š‚狁‚ß‚Č‚ł‚˘B@

@@@ƒlŽ@‚Q„
@@@@@@@@‚™‚“‚‰‚Ž‚Q‚˜‚ĚƒOƒ‰ƒt‚ĚŽüŠú‚đƒOƒ‰ƒt‚Š‚狁‚ß‚Č‚ł‚˘B@

@@@ƒlŽ@‚R„
@@@@@@@@‚™‚“‚‰‚Ž‚R‚˜‚ĚƒOƒ‰ƒt‚ĚŽüŠú‚đƒOƒ‰ƒt‚Š‚狁‚ß‚Č‚ł‚˘B@

@@@ƒlŽ@‚S„
@@@@@@@@ˆę”ʂɁA‚™‚“‚‰‚Ž‚‚˜‚ĚƒOƒ‰ƒt‚ĚŽüŠú‚ɂ‚˘‚āA‚ǂ̂悤‚Č‚ą‚Ć‚ŞŒž‚Ś‚é‚ŠB

@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń
11s x y=sinx y=sin(x/2)
12s 0 0 0
13s 2 0.0348ĽĽĽ 0.0174ĽĽĽ
14s 4 0.0697ĽĽĽ 0.0348ĽĽĽ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
370s 716 -0.0697ĽĽĽ -0.0348ĽĽĽ
371s 718 -0.0348ĽĽĽ -0.0174ĽĽĽ
372s 720 -4.900ĽĽĽ -2.4503ĽĽĽ

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚Ɂ@‚O@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚ɁA‚a‚P‚Q{‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B372‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚Ɂ@‚r‚h‚m(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚Ɂ@‚r‚h‚m(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q^‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:D12‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C372‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D372‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ś‰E‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č30.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č10.0
@@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@

@@@ƒlŽ@‚Q„
@@@@@@@ˆę”ʂɁA
@@@@@@@

@
@y‚Q‚O‚Rz ŽOŠpŠÖ” ‚™‚“‚‰‚Ž‚˜ ‚Ć ‚™‚Q‚“‚‰‚Ž‚˜ ‚Ć ‚™‚R‚“‚‰‚Ž‚˜ ‚ĚƒOƒ‰ƒt‚đ•`‚­B
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń
11s x y=sinx y=2sinx y=3sinx
12s 0 0 0 0
13s 2 0.0348ĽĽĽ 0.0697ĽĽĽ 0.1046ĽĽĽ
14s 4 0.0697ĽĽĽ 0.1395ĽĽ 0.2092ĽĽĽ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
190s 356 -0.0697ĽĽĽ -0.1395ĽĽĽ -0.2092ĽĽĽ
191s 358 -0.0348ĽĽĽ -0.0697ĽĽĽ -0.1046ĽĽĽ
192s 360 -2.450.ĽĽĽ -4.9005ĽĽĽ -7.3508ĽĽĽ

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚Ɂ@‚O@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚ɁA‚a‚P‚Q{‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚Ɂ@‚r‚h‚m(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚Ɂ@‚Q–‚r‚h‚m(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚Ɂ@‚R–‚r‚h‚m(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:E12‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:E192‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ś‰E‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č30.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č10.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@@‚™‚Q‚“‚‰‚Ž‚˜‚ĚƒOƒ‰ƒt‚ĚŽüŠú‚đƒOƒ‰ƒt‚Š‚狁‚ß‚Č‚ł‚˘B@

@@@ƒlŽ@‚Q„
@@@@@@@@‚™‚R‚“‚‰‚Ž‚˜‚ĚƒOƒ‰ƒt‚ĚŽüŠú‚đƒOƒ‰ƒt‚Š‚狁‚ß‚Č‚ł‚˘B@

@@@ƒlŽ@‚R„
@@@@@@@@‚™‚“‚‰‚Ž‚˜ ‚ĚƒOƒ‰ƒt‚Ć ‚™‚Q‚“‚‰‚Ž‚˜ ‚ĚƒOƒ‰ƒt‚Ć ‚™‚R‚“‚‰‚Ž‚˜ ‚ĚƒOƒ‰ƒt‚Ě
@@@@@@@ˆá‚˘‚đq‚ׂȂł‚˘B@

@@@ƒlŽ@‚S„
@@@@@@@@ˆę”ʂɁA‚™‚‚“‚‰‚Ž‚˜‚ĚƒOƒ‰ƒt‚̐U•‚ɂ‚˘‚āA‚ǂ̂悤‚Č‚ą‚Ć‚ŞŒž‚Ś‚é‚ŠB

@y‚Q‚O‚Sz ŽOŠpŠÖ” ‚™‚Q‚“‚‰‚Ž(‚˜|‚U‚O‹) ‚ĚƒOƒ‰ƒt‚đ•`‚­B
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń
11s x y=2sinx y=2sin(x-60‹)
12s 0 0 -1.7320ĽĽĽ
13s 2 0.0697ĽĽĽ -1.6960ĽĽĽ
14s 4 0.1395ĽĽĽ -1.6580ĽĽĽ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
220s 416 1.6580ĽĽĽ -0.1395ĽĽĽ
221s 418 1.6960ĽĽĽ -0.0697ĽĽĽ
222s 420 1.7320ĽĽĽ -4.9005ĽĽĽ

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚Ɂ@‚O@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚ɁA‚a‚P‚Q{‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B222‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚Ɂ@‚Q–‚r‚h‚m(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚Ɂ@‚Q–‚r‚h‚m(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q|‚U‚O))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:D12‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C222‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D222‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ś‰E‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č30.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č10.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@„
@@@@@@@‚™‚Q‚“‚‰‚Ž(‚˜|‚U‚O‹) ‚ĚƒOƒ‰ƒt‚́A‚™‚Q‚“‚‰‚Ž‚˜ ‚ĚƒOƒ‰ƒt‚đ‚˜Ž˛•űŒü‚Ɂ{‚U‚O‹‚ž‚ŻA
@@@@@@•˝sˆÚ“Ž‚ľ‚˝‚ŕ‚Ě‚Ĺ‚ ‚é‚ą‚Ć‚đŠm‚Š‚ß‚Č‚ł‚˘B

@y‚Q‚O‚Tz ŽOŠpŠÖ” ‚™‚ƒ‚‚“‚˜ ‚Ć ‚™‚ƒ‚‚“‚Q‚˜ ‚Ć ‚™‚ƒ‚‚“‚R‚˜ ‚ĚƒOƒ‰ƒt‚đ•`‚­B
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń
11s x y=cosx y=cos2x y=cos3x
12s 0 1 1 1
13s 2 0.9993ĽĽĽ 0.9975ĽĽĽ 0.9945ĽĽĽ
14s 4 0.9975ĽĽĽ 0.9902ĽĽĽ 0.9781ĽĽĽ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
190s 356 0.9975ĽĽĽ 0.9902ĽĽĽ 0.9781ĽĽĽ
191s 358 0.9993ĽĽĽ 0.9975ĽĽĽ 0.9945ĽĽĽ
192s 360 1 1 1

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚Ɂ@‚O@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚ɁA‚a‚P‚Q{‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚Ɂ@‚b‚n‚r(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚Ɂ@‚b‚n‚r(‚q‚`‚c‚h‚`‚m‚r(‚Q–‚a‚P‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚Ɂ@‚b‚n‚r(‚q‚`‚c‚h‚`‚m‚r(‚R–‚a‚P‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:E12‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:E192‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ś‰E‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č30.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č10.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@@‚™‚ƒ‚‚“‚˜‚ĚƒOƒ‰ƒt‚ĚŽüŠú‚đƒOƒ‰ƒt‚Š‚狁‚ß‚Č‚ł‚˘B@

@@@ƒlŽ@‚Q„
@@@@@@@@‚™‚ƒ‚‚“‚Q‚˜‚ĚƒOƒ‰ƒt‚ĚŽüŠú‚đƒOƒ‰ƒt‚Š‚狁‚ß‚Č‚ł‚˘B@

@@@ƒlŽ@‚R„
@@@@@@@@‚™‚ƒ‚‚“‚R‚˜‚ĚƒOƒ‰ƒt‚ĚŽüŠú‚đƒOƒ‰ƒt‚Š‚狁‚ß‚Č‚ł‚˘B@

@@@ƒlŽ@‚S„
@@@@@@@@ˆę”ʂɁA‚™‚ƒ‚‚“‚‚˜‚ĚƒOƒ‰ƒt‚ĚŽüŠú‚ɂ‚˘‚āA‚ǂ̂悤‚Č‚ą‚Ć‚ŞŒž‚Ś‚é‚ŠB

@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń
11s x y=cosx y=cos(x/2)
12s 0 1 1
13s 2 0.9993ĽĽĽ 0.9998ĽĽĽ
14s 4 0.9975ĽĽĽ 0.9993ĽĽĽ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
370s 716 0.9975ĽĽĽ 0.9993ĽĽĽ
371s 718 0.9993ĽĽĽ 0.9998ĽĽĽ
372s 720 1 1

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚Ɂ@‚O@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚ɁA‚a‚P‚Q{‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B372‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚Ɂ@‚b‚n‚r(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚Ɂ@‚b‚n‚r(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q^‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:D12‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C372‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D372‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ś‰E‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č30.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č10.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@
@@@ƒlŽ@‚Q„
@@@@@@@ˆę”ʂɁA
@@@@@@@
@y‚Q‚O‚Vz ŽOŠpŠÖ” ‚™‚ƒ‚‚“‚˜ ‚Ć ‚™‚Q‚ƒ‚‚“‚˜ ‚Ć ‚™‚R‚ƒ‚‚“‚˜ ‚ĚƒOƒ‰ƒt‚đ•`‚­B
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń
11s x y=cosx y=2cosx y=3cosx
12s 0 1 2 3
13s 2 0.9993ĽĽĽ 1.9987ĽĽĽ 2.9981ĽĽĽ
14s 4 0.9975ĽĽĽ 1.9951ĽĽĽ 2.9926ĽĽĽ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
190s 356 0.9975ĽĽĽ 1.9951ĽĽĽ 2.9926ĽĽĽ
191s 358 0.9993ĽĽĽ 1.9987ĽĽĽ 2.9981ĽĽĽ
192s 360 1 2 3

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚Ɂ@‚O@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚ɁA‚a‚P‚Q{‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚Ɂ@‚b‚n‚r(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚Ɂ@‚Q–‚b‚n‚r(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚Ɂ@‚R–‚b‚n‚r(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:E12‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:E192‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ś‰E‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č30.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č10.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@@‚™‚Q‚ƒ‚‚“‚˜‚ĚƒOƒ‰ƒt‚ĚŽüŠú‚đƒOƒ‰ƒt‚Š‚狁‚ß‚Č‚ł‚˘B@

@@@ƒlŽ@‚Q„
@@@@@@@@‚™‚R‚ƒ‚‚“‚˜‚ĚƒOƒ‰ƒt‚ĚŽüŠú‚đƒOƒ‰ƒt‚Š‚狁‚ß‚Č‚ł‚˘B@

@@@ƒlŽ@‚R„
@@@@@@@@‚™‚ƒ‚‚“‚˜ ‚ĚƒOƒ‰ƒt‚Ć ‚™‚Q‚ƒ‚‚“‚˜ ‚ĚƒOƒ‰ƒt‚Ć ‚™‚R‚ƒ‚‚“‚˜ ‚ĚƒOƒ‰ƒt‚Ě
@@@@@@@ˆá‚˘‚đq‚ׂȂł‚˘B@

@@@ƒlŽ@‚S„
@@@@@@@@ˆę”ʂɁA‚™‚‚ƒ‚‚“‚˜‚ĚƒOƒ‰ƒt‚̐U•‚ɂ‚˘‚āA‚ǂ̂悤‚Č‚ą‚Ć‚ŞŒž‚Ś‚é‚ŠB

@y‚Q‚O‚Wz ŽOŠpŠÖ” ‚™‚Q‚ƒ‚‚“(‚˜{‚U‚O‹) ‚ĚƒOƒ‰ƒt‚đ•`‚­B
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

@@@
B—ń C—ń D—ń
11s x y=2cosx y=2cos(x+60‹)
12s -60 1 2
13s -58 1.0598ĽĽĽ 1.9987ĽĽĽ
14s -56 1.1183ĽĽĽ 1.9951ĽĽĽ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
220s 356 1.9951ĽĽĽ 1.1183ĽĽĽ
221s 358 1.9987ĽĽĽ 1.0598ĽĽĽ
222s 360 2 1

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚Ɂ@|‚U‚O@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚ɁA‚a‚P‚Q{‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B222‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚Ɂ@‚Q–‚b‚n‚r(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚Ɂ@‚Q–‚b‚n‚r(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q{‚U‚O))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:D12‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C222‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D222‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ś‰E‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č30.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č10.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@„
@@@@@@@‚™‚Q‚ƒ‚‚“(‚˜{‚U‚O‹) ‚ĚƒOƒ‰ƒt‚́A‚™‚Q‚ƒ‚‚“‚˜ ‚ĚƒOƒ‰ƒt‚đ‚˜Ž˛•űŒü‚Ɂ|‚U‚O‹‚ž‚ŻA
@@@@@@•˝sˆÚ“Ž‚ľ‚˝‚ŕ‚Ě‚Ĺ‚ ‚é‚ą‚Ć‚đŠm‚Š‚ß‚Č‚ł‚˘B

@y‚Q‚O‚Xz ŽOŠpŠÖ” ‚™‚”‚‚Žx ‚ĚƒOƒ‰ƒt‚đ•`‚­B
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń
11s x y=tanx
12s -180 1.2251ĽĽĽ
13s -178 0.0349ĽĽĽ
14s -176 0.0699ĽĽĽ
Ľ Ľ Ľ
54s -96 9.5143ĽĽĽ
55s -94 14.3006ĽĽĽ
56s -92 28.6362ĽĽĽ
57s ‹ó”’ ‹ó”’
58s -88 -28.6362ĽĽĽ
59s -86 -14.3006ĽĽĽ
60s -84 -9.5143ĽĽĽ
Ľ Ľ Ľ
144s 84 9.5143ĽĽĽ
145s 86 14.3006ĽĽĽ
146s 88 28.6362ĽĽĽ
147s ‹ó”’ ‹ó”’
148s 92 -28.6362ĽĽĽ
149s 94 -14..3006ĽĽĽ
150s 96 -9.5143ĽĽĽ
Ľ Ľ Ľ
190s 176 -0.0699ĽĽĽ
191s 178 -0.0349ĽĽĽ
192s 180 -1.2251ĽĽĽ

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É |‚P‚W‚O‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚ɁA‚a‚P‚Q{‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B56‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹B58‚É |‚W‚W‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B59‚ɁA‚a‚T‚W{‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B59‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB60:B146‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹B148‚É ‚X‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B149‚ɁA‚a‚P‚S‚W{‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B149‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB150:B192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚Ɂ@‚s‚`‚m(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:C192‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ś‰E‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č30.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č10.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@@‚™‚”‚‚Ž‚˜‚ĚƒOƒ‰ƒt‚ĚŽüŠú‚đƒOƒ‰ƒt‚Š‚狁‚ß‚Č‚ł‚˘B@

@@@ƒlŽ@‚Q„
@@@@@@@@’źü ‚˜‚X‚O‹A‚˜|‚X‚O‹‚Ş‘Q‹ßü‚É‚Č‚Á‚Ä‚˘‚é‚ą‚Ć‚đŠm‚Š‚ß ‚Č‚ł‚˘B@

@y‚Q‚P‚Oz ŽOŠpŠÖ” ‚™‚”‚‚Ž‚Qx ‚ĚƒOƒ‰ƒt‚đ•`‚­B
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń
11s x y=tan2x
12s -90 1.2251ĽĽĽ
13s -89 0.0349ĽĽĽ
14s -88 0.0699ĽĽĽ
Ľ Ľ Ľ
54s -48 9.5143ĽĽĽ
55s -47 14.3006ĽĽĽ
56s -46 28.6362ĽĽĽ
57s ‹ó”’ ‹ó”’
58s -44 -28.6362ĽĽĽ
59s -43 -14.3006ĽĽĽ
60s -42 -9.5143ĽĽĽ
Ľ Ľ Ľ
144s 42 9.5143ĽĽĽ
145s 43 14.3006ĽĽĽ
146s 44 28.6362ĽĽĽ
147s ‹ó”’ ‹ó”’
148s 46 -28.6362ĽĽĽ
149s 47 -14.3006ĽĽĽ
150s 48 -9.5143ĽĽĽ
Ľ Ľ Ľ
190s 88 -0.0699ĽĽĽ
191s 89 -0.0349ĽĽĽ
192s 90 -1.2251ĽĽĽ

@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É |‚X‚O‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚ɁA‚a‚P‚Q{‚P@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B56‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹B58‚É |‚S‚S‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B59‚ɁA‚a‚T‚W{‚P@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B59‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB60:B146‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹B148‚É ‚S‚U ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B149‚ɁA‚a‚P‚S‚W{‚P@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B149‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB150:B192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚Ɂ‚s‚`‚m(‚q‚`‚c‚h‚`‚m‚r(‚Q–‚a‚P‚Q))‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:C192‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ś‰E‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č15.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č5.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@@‚™‚”‚‚Ž‚Q‚˜‚ĚƒOƒ‰ƒt‚ĚŽüŠú‚đƒOƒ‰ƒt‚Š‚狁‚ß‚Č‚ł‚˘B@

@@@ƒlŽ@‚Q„
@@@@@@@@’źü ‚˜‚S‚T‹A‚˜|‚S‚T‹‚Ş‘Q‹ßü‚É‚Č‚Á‚Ä‚˘‚é‚ą‚Ć‚đŠm‚Š‚ß‚Č‚ł‚˘B@

@@@ƒlŽ@‚R„
@@@@@@@@ˆę”ʂɁA‚™‚”‚‚Ž‚‚˜‚ĚƒOƒ‰ƒt‚ĚŽüŠú‚ɂ‚˘‚āA‚ǂ̂悤‚Č‚ą‚Ć‚ŞŒž‚Ś‚é‚ŠB

@y‚Q‚P‚Pz ŽOŠpŠÖ” ‚™‚”‚‚Žx ‚Ć ‚™‚Q‚”‚‚Ž‚˜ ‚ĚƒOƒ‰ƒt‚đ•`‚­B
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB
@@@@@@@ƒŽQl„
@@@@@@@@@@y‚Q‚O‚Xz‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń D—ń
11s x y=tanx y=2tanx
12s -180 1.2251ĽĽĽ 2.4503ĽĽĽ
13s -178 0.0349ĽĽĽ 0.0698ĽĽĽ
14s -176 0.0699ĽĽĽ 0.1398ĽĽĽ
Ľ Ľ Ľ Ľ
54s -96 9.5143ĽĽĽ 19.0287ĽĽĽ
55s -94 14.3006ĽĽĽ 28.6013ĽĽĽ
56s -92 28.6362ĽĽĽ 57.2725ĽĽĽ
57s ‹ó”’ ‹ó”’ ‹ó”’
58s -88 -28.6362ĽĽĽ -57.2725ĽĽĽ
59s -86 -14.3006ĽĽĽ -28.6013ĽĽĽ
60s -84 -9.5143ĽĽĽ -19.0287ĽĽĽ
Ľ Ľ Ľ Ľ
144s 84 9.5143ĽĽĽ 19.0287ĽĽĽ
145s 86 14.3006ĽĽĽ 28.6013ĽĽĽ
146s 88 28.6362ĽĽĽ 57.2725ĽĽĽ
147s ‹ó”’ ‹ó”’ ‹ó”’
148s 92 -28.6362ĽĽĽ -57.2725ĽĽĽ
149s 94 -14.3006ĽĽĽ -28.6013ĽĽĽ
150s 96 -9.5143ĽĽĽ -19.0287ĽĽĽ
Ľ Ľ Ľ Ľ
190s 176 -0.0699ĽĽĽ -0.1398ĽĽĽ
191s 178 -0.0349ĽĽĽ -0.0698ĽĽĽ
192s 180 -1.2251ĽĽĽ -2.4503ĽĽĽ

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D192‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[Aă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒO
@@@@@@@@ƒ‰ƒtƒGƒŠƒA‚đă‰şś‰E‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č15.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č5.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ
@@@@@ ‡B ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@@‚™‚Q‚”‚‚Ž‚˜‚ĚƒOƒ‰ƒt‚ĚŽüŠú‚đƒOƒ‰ƒt‚Š‚狁‚ß‚Č‚ł‚˘B@

@@@ƒlŽ@‚Q„
@@@@@@@@‚™‚”‚‚Ž‚˜ ‚Ć ‚™‚Q‚”‚‚Ž‚˜‚ĚƒOƒ‰ƒt‚ĚˆĘ’uŠÖŒW‚ɂ‚˘‚ďq‚ׂȂł‚˘B@

@@@ƒlŽ@‚R„
@@@@@@@@ˆę”ʂɁA‚™‚”‚‚Ž‚˜ ‚Ć ‚™‚‚”‚‚Ž‚˜‚ĚƒOƒ‰ƒt‚ĚˆĘ’uŠÖŒW‚ɂ‚˘‚ďq‚ׂȂł‚˘B@

@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB
@@@@@@@ƒŽQl„
@@@@@@@@@@y‚Q‚O‚Xz‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń
11s x y=2tan(x/2-30‹)
12s -360 -1.1547ĽĽĽ
13s -358 -1.1086ĽĽĽ
14s -356 -1.0634ĽĽĽ
Ľ Ľ Ľ
129s -126 38.1622ĽĽ
130s -124 57.2725ĽĽĽ
131s -122 114.5799ĽĽĽ
132s ‹ó”’ ‹ó”’
133s -118 -114.5799ĽĽĽ
134s -116 -57.2725ĽĽĽ
135s -114 -38.1622ĽĽĽ
Ľ Ľ Ľ
309s 234 38.1622ĽĽĽ
310s 236 57.2725ĽĽĽ
311s 238 114.5799ĽĽĽ
312s ‹ó”’ ‹ó”’
313s 242 -114.5799ĽĽĽ
314s 244 -57.2725ĽĽĽ
315s 246 -38.1622ĽĽĽ
Ľ Ľ Ľ
370s 356 -1.2497ĽĽ
371s 358 -1.2017ĽĽĽ
372s 360 -1.1547ĽĽĽ

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:C372‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[Aă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒO
@@@@@@@@ƒ‰ƒtƒGƒŠƒA‚đă‰şś‰E‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č30.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č10.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@
@@@@@@

@@@ƒlŽ@‚Q„
@@@@@@@
@@@@@@

@y‚Q‚P‚Rz 0‹…‚˜…360‹‚Ě‚Ć‚ŤA
@@@@@@
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń
11s x y=cos2x+2sinx+2 x y=-2(sinx)^2+2sinx+3
12s 0 3 0 3
13s 2 3.0673ĽĽĽ 2 3.0673ĽĽĽ
14s 4 3.1297ĽĽĽ 4 3.1297ĽĽĽ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
190s 356 2.8507ĽĽĽ 356 2.8507ĽĽĽ
191s 358 2.9277ĽĽĽ 358 2.9277ĽĽĽ
192s 360 3 360 3

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚Ɂ@‚O@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚ɁA‚a‚P‚Q{‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚Ɂ@‚O@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D13‚ɁA‚c‚P‚Q{‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍD14:D192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚Ɂ@‚b‚n‚r(‚q‚`‚c‚h‚`‚m‚r(‚Q–‚a‚P‚Q)){‚Q–‚r‚h‚m(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q)){‚Q@
@@@@@@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚Ɂ@|‚Q–‚r‚h‚m(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q))O‚Q{‚Q–‚r‚h‚m(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q)){‚R@
@@@@@@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍE13:E192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:C192‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAś‰E‚ɐL‚΂ˇB
@@@@@@‡C ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍD11:E192‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡D m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡E ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAś‰E‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–Ę‚đ‚ť‚ę‚ź‚ꐎ‚Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č30.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č10.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@
@@@@@@

@@@ƒlŽ@„
@@@@@@@
@@@@@@‚ĚƒOƒ‰ƒt‚Í“Ż‚ś‚Ĺ‚ ‚é‚ą‚Ć‚đŠm‚Š‚ß‚Č‚ł‚˘B

@y‚Q‚P‚Sz 0‹…‚˜…360‹‚Ě‚Ć‚ŤA
@@@@@@
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń
11s x y=sinx+cosx x y=ă‚Qsin(x+45‹)
12s 0 1 0 1
13s 2 1.0342ĽĽĽ 2 1.0342ĽĽĽ
14s 4 1.0673ĽĽĽ 4 1.0673ĽĽĽ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
190s 356 0.9278ĽĽĽ 356 0.9278ĽĽĽ
191s 358 0.9644ĽĽĽ 358 0.9644ĽĽĽ
192s 360 1 360 1

@@@ƒŽQl„să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@ƒZƒ‹B12‚Ɂ@‚O@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@ƒZƒ‹B13‚ɁA‚a‚P‚Q{‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@ƒZƒ‹D12‚Ɂ@‚O@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@ƒZƒ‹D13‚ɁA‚c‚P‚Q{‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@ƒZƒ‹D13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@ƒZƒ‹‚Ě”ÍˆÍD14:D192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@ƒZƒ‹C12‚Ɂ@‚r‚h‚m(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q)){‚b‚n‚r(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q))@
@@@@@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@ƒZƒ‹E12‚Ɂ@‚r‚p‚q‚s(‚Q)–‚r‚h‚m(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q{‚S‚T))@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@ƒZƒ‹C12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@ƒZƒ‹E12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@ƒZƒ‹‚Ě”ÍˆÍE13:E192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:C192‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAś‰E‚ɐL‚΂ˇB
@@@@@@‡C ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍD11:E192‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡D m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡E ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAś‰E‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–Ę‚đ‚ť‚ę‚ź‚ꐎ‚Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č30.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č10.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@
@@@@@@

@@@ƒlŽ@„
@@@@@@@‚™‚“‚‰‚Ž‚˜{‚ƒ‚‚“‚˜ ‚Ć ‚ĚƒOƒ‰ƒt‚Í“Ż‚ś‚Ĺ‚ ‚é‚ą‚Ć‚đ
@@@@@@Šm‚Š‚ß‚Č‚ł‚˘B




@–ÚŽŸ‚ց@
@y‚R‚O‚Pz
@
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń
11—ń x y=2^x y=3^x y=4^x
12—ń -2 0.25 0.111111 0.0625
13—ń -1 0.5 0.333333 0.25
14—ń 0 1 1 1
15—ń 1 2 3 4
16—ń 2 4 9 16

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚Ɂ@|‚Q@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚ɁA‚a‚P‚Q{‚P@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B16‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚Ɂ@‚o‚n‚v‚d‚q(‚QC‚a‚P‚Q)@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚Ɂ@‚o‚n‚v‚d‚q(‚RC‚a‚P‚Q)@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚Ɂ@‚o‚n‚v‚d‚q(‚SC‚a‚P‚Q)@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:E12‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C16‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:E16‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ă‰ş‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é
@@@@@@‡B ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č0.5
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@‚ł‚˘B

@@@ƒlŽ@‚Q„
@@@@@@@

@@@ƒlŽ@‚R„
@@@@@@@

@
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

@@@ƒŽQl„
@@@@@@y‚R‚O‚Pz‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń D—ń E—ń
11s x y=(1/2)^x y=(1/3)^x y=(1/4)^x
12s -2 4 9 16
13s -1 2 3 4
14s 0 1 1 1
15s 1 0.5 0.333333 0.25
16s 2 0.25 0.111111 0.0625

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:E16‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ă‰ş‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é
@@@@@@‡B ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č0.5
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@
@@@@@@‚đ‹‚ß‚Č‚ł‚˘B

@@@ƒlŽ@‚Q„
@@@@@@@
@@@@@@‚Č‚ł‚˘B

@@@ƒlŽ@‚R„
@@@@@@@


@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

@@@ƒŽQl„
@@@@@@y‚R‚O‚Pz‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń D—ń
11s x y=2^x y=(1/2)^x
12s -3 0.125 8
13s -2 0.25 4
14s -1 0.5 2
15s 0 1 1
16s 1 2 0.5
17s 2 4 0.25
18s 3 8 0.125

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D18‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ă‰ş‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é
@@@@@@‡B ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č0.5
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@

@@@ƒlŽ@‚Q„
@@@@@@@
@@@@@@‚˘‚é‚ĆŒž‚Ś‚é‚ŠB

@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

@@@ƒŽQl„
@@@@@y‚R‚O‚Pz‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń D—ń E—ń
11s x y=2^x y=2^(x-2) y=2^(x+2)
12s -3 0.125 0.03125 0.5
13s -2 0.25 0.0625 1
14s -1 0.5 0.125 2
15s 0 1 0.25 4
16s 1 2 0.5 8
17s 2 4 1 16
18s 3 8 2 32

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:E18‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ă‰ş‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č5.0
@@@@@@¨ •Â‚ś‚é
@@@@@@‡B ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@

@@@ƒlŽ@‚Q„
@@@@@@@
@@@@@@‚ĆŒž‚Ś‚é‚ŠB

@ƒŽč‡„
@@@@@@@@
@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

@@@ƒŽQl„
@@@@@@y‚R‚O‚Pz‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń D—ń
11s x y=4^x y=2^(x+2)+32
12s -4 0.003906 32.25
13s -3 0.015625 32.5
14s -2 0.0625 33
15s -1 0.25 34
16s 0 1 36
17s 1 4 40
18s 2 16 48
19s 3 64 64
20s 4 256 96

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D20‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ă‰ş‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č10.0
@@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@„
@@@@@@
@@@@@

@ƒŽč‡„
@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

@@@ƒŽQl„
@@@@@@y‚R‚O‚Pz‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń D—ń
11s x y=9^x y=2Ľ3^x+3
12s -2 0.012346 3.222222222
13s -1 0.111111 3.666666667
14s 0 1 5
15s 1 9 9
16s 2 81 21

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D16‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ă‰ş‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@„
@@@@@@
@@@@@@

@
@y‚R‚O‚Vz
@ƒŽč‡„
@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń
12s ‡@ @‚W^(1/4) 1.681793
13s ‡A ‚P‚U^(1/3) 2.519842
14s ‡B ‚U‚S^(1/5) 2.297397

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12AB13AB14‚ɁAă‚Ěƒ[ƒNƒV[ƒg‚̂悤‚É“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚ɁA‚o‚n‚v‚d‚q(‚WC‚P^‚S) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C13‚ɁA‚o‚n‚v‚d‚q(‚P‚UC‚P^‚R) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C14‚ɁA‚o‚n‚v‚d‚q(‚U‚SC‚P^‚T) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB12:C14‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mc–_n¨m2-Dc–_‚̏W‡c–_n‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@„
@@@@@@@‚Ě–_ƒOƒ‰ƒt‚Š‚çA
@@@@@@




@–ÚŽŸ‚ց@
@y‚S‚O‚Pz ‘ΐ”ŠÖ”
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń
11s x y=log(x,2) y=log(x,3) y=log(x,4)
12s 1/16 -4 -2.52372 -2
13s 1/8 -3 -1.89279 -1.5
14s 1/4 -2 -1.26186 -1
15s 1/2 -1 -0.63093 -0.5
16s 1 0 0 0
17s 2 1 0.63093 0.5
18s 4 2 1.26186 1
19s 8 3 1.892789 1.5
20s 16 4 2.523719 2

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB12:B20‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăZƒ‹‚̏‘ŽŽÝ’č‚đ‘I‘đ‚ˇ‚éB
@@@@@@•Ş—Ţ‚Š‚琔’l‚đ‘I‘đ‚ľAŹ”“_ˆČ‰ş‚ĚŒ…”‚đ‚T‚É‚ˇ‚éB
@@@@@@@ƒZƒ‹B12‚É 1/16 ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éBiŹ”‚Ĺ•\ŽŚ‚ł‚ę‚éj
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB13:B20‚ɁAă‚Ěƒ[ƒNƒV[ƒg‚̂悤‚É”źŠp‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚k‚n‚f(‚a‚P‚QC‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É ‚k‚n‚f(‚a‚P‚QC‚R) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚É ‚k‚n‚f(‚a‚P‚QC‚S) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:E12‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C20‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:E20‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ă‰ş‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ
@@@@@@‡B ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č0.5
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@
@@@@@@‹¤’Ę‚ľ‚Ä’Ę‚é“_‚̍Ŕ•W‚đ‹‚ß‚Č‚ł‚˘B

@@@ƒlŽ@‚Q„
@@@@@@@
@@@@@@‹¤’Ę‚ˇ‚é‘Q‹ßü‚đ‹‚ß‚Č‚ł‚˘B

@@@ƒlŽ@‚R„
@@@@@@@
@@@@@@ˆá‚˘‚đq‚ׂȂł‚˘B

@
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

@@@ƒŽQl„
@@@@@@y‚S‚O‚Pz‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń D—ń E—ń
11s x y=log(x,1/2) y=log(x,1/3) y=log(x,1/4)
12s 1/16 4 2.52371ĽĽĽ 2
13s 1/8 3 1.892789ĽĽĽ 1.5
14s 1/4 2 1.261859ĽĽĽ 1
15s 1/2 1 0.630929ĽĽĽ 0.5
16s 1 0 0 0
17s 2 -1 -0.63092ĽĽĽ -0.5
18s 4 -2 -1.26185ĽĽĽ -1
19s 8 -3 -1.89278ĽĽĽ -1.5
20s 16 -4 -2.52371ĽĽĽ -2

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:E20‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ă‰ş‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ
@@@@@@‡B ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č0.5
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@
@@@@@@‹¤’Ę‚ľ‚Ä’Ę‚é“_‚̍Ŕ•W‚đ‹‚ß‚Č‚ł‚˘B

@@@ƒlŽ@‚Q„
@@@@@@@
@@@@@@‹¤’Ę‚ˇ‚é‘Q‹ßü‚đ‹‚ß‚Č‚ł‚˘B

@@@ƒlŽ@‚R„
@@@@@@@
@@@@@@ˆá‚˘‚đq‚ׂȂł‚˘B

@
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

@@@ƒŽQl„
@@@@@@y‚S‚O‚Pz‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń D—ń
11s x y=log(x,2) y=log(x,1/2)
12s 1/16 -4 4
13s 1/8 -3 3
14s 1/4 -2 2
15s 1/2 -1 1
16s 1 0 0
17s 2 1 -1
18s 4 2 -2
19s 8 3 -3
20s 16 4 -4

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D20‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ă‰ş‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ
@@@@@@‡B ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č0.5
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@

@@@ƒlŽ@‚Q„
@@@@@@@
@@@@@@‚ǂ̂悤‚É‚Č‚Á‚Ä‚˘‚é‚ĆŒž‚Ś‚é‚ŠB

@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

@@@ƒŽQl„
@@@@@@y‚S‚O‚Pz‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń D—ń
11s x y=log(x,2) y=log(1/x,2)
12s 1/16 -4 4
13s 1/8 -3 3
14s 1/4 -2 2
15s 1/2 -1 1
16s 1 0 0
17s 2 1 -1
18s 4 2 -2
19s 8 3 -3
20s 16 4 -4

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D20‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ă‰ş‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ
@@@@@@‡B ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č0.5
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@

@@@ƒlŽ@‚Q„
@@@@@@@
@@@@@@‚ǂ̂悤‚É‚Č‚Á‚Ä‚˘‚é‚ĆŒž‚Ś‚é‚ŠB

@
@y‚S‚O‚Tz
@ƒŽč‡„
@@@@@@@@@@
@@@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

@@@ƒŽQl„
@@@@@@y401z‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń D—ń
11s x y=log(x,10) y=-log(x-3,10)+1
12s 3.5 0.54406ĽĽĽ 1.30102ĽĽĽ
13s 4 0.60205ĽĽĽ 1
14s 4.5 0.65321ĽĽĽ 0.82390ĽĽĽ
15s 5 0.69897ĽĽĽ 0.69897ĽĽĽ
16s 5.5 0.74036ĽĽĽ 0.60205ĽĽĽ
17s 6 0.77815ĽĽĽ 0.52287ĽĽĽ
18s 6.5 0.81291ĽĽĽ 0.45593ĽĽĽ
19s 7 0.84509ĽĽĽ 0.39794ĽĽĽ
20s 7.5 0.87506ĽĽĽ 0.34678ĽĽĽ

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D20‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ă‰ş‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č0.1
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@„
@@@@@@@
@@@@@@

@y‚S‚O‚Uz
@ƒŽč‡„
@@@@@@@@@@
@@@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

@@@ƒŽQl„
@@@@@y401z‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń D—ń
11s x y=log(x-3,3) y=-log(x-5,3)+1
12s 5.5 0.83404ĽĽĽ 1.63092ĽĽĽ
13s 6 1 1
14s 6.5 1.14031ĽĽĽ 0.63092ĽĽĽ
15s 7 1.26185ĽĽĽ 0.36907ĽĽĽ
16s 7.5 1.36907ĽĽĽ 0.16595ĽĽĽ
17s 8 1.46497ĽĽĽ 0
18s 8.5 1.55172ĽĽĽ -0.14031ĽĽĽ

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D18‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠü‚Ćƒ}[ƒJ[n‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľ‚āAƒOƒ‰ƒtƒGƒŠƒA‚đ
@@@@@@@@ă‰ş‚ɐL‚΂ˇB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č0.1
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@(4) ƒOƒ‰ƒt‚Š‚ç‘Ήž•\‚Ě“_(ƒ}[ƒJ[)‚đÁ‹Ž‚ˇ‚éB
@@@@@@‡@ ƒOƒ‰ƒtƒGƒŠƒA‚đś¸ŘŻ¸‚ľ‚ăAƒNƒeƒBƒu‚É‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@„
@@@@@@@
@@@@@@@
@@@@@@
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń
12s @‡@ 1/2 0.50000
13s @‡A -log(1/3,2) 1.58496
14s @‡B log(7,1/2) -2.80735

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12AB13AB14‚ɁAă‚Ěƒ[ƒNƒV[ƒg‚̂悤‚É“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:C14‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăZƒ‹‚̏‘ŽŽÝ’č‚đ‘I‘đ‚ˇ‚éB
@@@@@ •Ş—Ţ‚Š‚琔’l‚đ‘I‘đ‚ľAŹ”“_ˆČ‰ş‚ĚŒ…”‚đ‚T‚É‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚ɁA‚P^‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C13‚ɁA|‚P–‚k‚n‚f(‚P^‚RC‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C14‚ɁA‚k‚n‚f(‚VC‚P^‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB12:C14‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mc–_n¨m2-Dc–_‚̏W‡c–_n‚đś¸ŘŻ¸‚ˇ‚éB

@@@@@@

@@@ƒlŽ@„
@@@@@@@
@@@@@@




@–ÚŽŸ‚ց@
@y‚T‚O‚Pz
@ƒŽč‡„
@@@@@@@@@@
@@@@@@@@@@
@@@@@@@@@@
@@@@@@@@@@
@@@@@@@@@@
@@@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń
11s x y=4+SQRT(36-(x+3)^2) y=4-SQRT(36-(x+3)^2)
12s -9 4 4
13s -8.9 5.09087ĽĽĽ 2.90912ĽĽĽ
14s -8.8 5.53622ĽĽĽ 2.46377ĽĽĽ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
130s 2.8 5.53622ĽĽĽ 2.46377ĽĽĽ
131s 2.9 5.09087ĽĽĽ 2.90912ĽĽĽ
132s 3 4 4

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É |‚X ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚OD‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B132‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚S{SQRT(‚R‚U|(‚a‚P‚Q{‚R)O‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É ‚S|SQRT(‚R‚U|(‚a‚P‚Q{‚R)O‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:D12‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C132‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D132‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľLk‚ľ‚Ä’˛Ž‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@„
@@@@@@@’†S(|‚RC‚S)A”źŒa‚U‚̉~‚É‚Č‚Á‚Ä‚˘‚é‚ą‚Ć‚đŠm”F‚ľ‚Č‚ł‚˘B

@
y‚T‚O‚Qz
@ƒŽč‡„
@@@@@@@@@@
@@@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń
11s x y=SQRT(5-x^2) y=-SQRT(5-x^2) y=-x+1
12s -2.236 0.01743ĽĽĽ -0.01743ĽĽĽ 3.236
13s -2.2 0.4 -0.4 3.2
14s -2.1 0.76811ĽĽĽ -0.76811ĽĽĽ 3.1
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
56s 2.1 0.76811ĽĽĽ -0.76811 -1.1
57s 2.2 0.4 -0.4 -1.2
58s 2.236 0.01743ĽĽĽ -0.01743ĽĽĽ -1.236

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É |‚QD‚Q‚R‚U ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É |‚QD‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B14‚É ‚a‚P‚R{‚OD‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B14‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB15:B57‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹B58‚É ‚QD‚Q‚R‚U ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É SQRT(‚T|‚a‚P‚QO‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É |SQRT(‚T|‚a‚P‚QO‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚É |‚a‚P‚Q{‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:E12‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C58‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:E58‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľLk‚ľ‚Ä’˛Ž‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@„
@@@@@@@
@@@@@@‹¤—L“_‚̍Ŕ•W‚đ‹‚ß‚Č‚ł‚˘B

@
y‚T‚O‚Rz ‚Q’č“_(‚RC‚O)A(|‚RC‚O)‚Š‚ç‚Ě‹——Ł‚Ě˜a‚Ş‚P‚O‚Ĺ‚ ‚é‘ȉ~‚đ•`‚­B
@ƒŽč‡„
@@@@@@@@@@
@@@@@@@@@@‚ƒ‚R
@@@@@@@@@@‚Q‚‚P‚O‚ć‚čA‚‚T
@@@@@@@@@@
@@@@@@@@@@‚‚‚S
@@@@@@@@@@‚ć‚Á‚āA
@@@@@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń
11s x y=4SQRT(1-x^2/25) y=-4SQRT(1-x^2/25)
12s -5 0 0
13s -4.9 0.79598ĽĽĽ -0.79598ĽĽĽ
14s -4.8 1.12 -1.12
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
110s 4.8 1.12 -1.12
111s 4.9 0.79598ĽĽĽ -0.79598ĽĽĽ
112s 5 0 0

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É |‚T ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚OD‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B112‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚S–SQRT(‚P|‚a‚P‚QO‚Q^‚Q‚T) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É |‚S–SQRT(‚P|‚a‚P‚QO‚Q^‚Q‚T) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:D12‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C112‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D112‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľLk‚ľ‚Ä’˛Ž‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č 1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@„
@@@@@@@

y‚T‚O‚Sz ’č“_(‚QC‚O)A’źü ‚˜|‚Q ‚Š‚ç‚Ě‹——Ł‚Ş“™‚ľ‚˘•ú•¨ü‚đ•`‚­B
@ƒŽč‡„
@@@@@@@@@@
@@@@@@@@@@
@@@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń
11s x y=2SQRT(2x) y=-2SQRT(2x)
12s 0 0 0
13s 0.1 0.89442ĽĽĽ -0.89442ĽĽĽ
14s 0.2 1.26491ĽĽĽ -1.26491ĽĽĽ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
50s 3.8 5.51361ĽĽĽ -5.51361ĽĽĽ
51s 3.9 5.58569ĽĽĽ -5.58569ĽĽĽ
52s 4 5.65685ĽĽĽ -5.65685ĽĽĽ

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É ‚O ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚OD‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B52‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚Q–SQRT(‚Q–‚a‚P‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É |‚Q–SQRT(‚Q–‚a‚P‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:D12‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C52‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D52‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľLk‚ľ‚Ä’˛Ž‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@„
@@@@@@@

@y‚T‚O‚Tz ‚Q’č“_(‚TC‚O)A(|‚TC‚O)‚Š‚ç‚Ě‹——Ł‚̍ˇ‚Ş‚U‚Ĺ‚ ‚é‘o‹Čü‚đ•`‚­B
@ƒŽč‡„
@@@@@@@@@@
@@@@@@@@@@‚ƒ‚TA‚Q‚‚UAA‚‚RA‚‚‚S
@@@@@@@@@@‚ć‚Á‚āA
@@@@@@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń
11s x y=4SQRT(x^2/9-1) y=-4SQRT(x^2/9-1)
12s 10 12.71918ĽĽĽ -12.71918ĽĽĽ
13s 9.9 12.57934ĽĽĽ -12.57934ĽĽĽ
14s 9.8 12.43936ĽĽĽ -12.43936ĽĽĽ
Ľ Ľ Ľ Ľ
80s 3.2 1.48473ĽĽĽ -1.48473ĽĽĽ
81s 3.1 1.04136ĽĽĽ -1.04136ĽĽĽ
82s 3 0 0
83s ‹ó”’ ‹ó”’ ‹ó”’
84s -3 0 0
85s -3.1 1.04136ĽĽĽ -1.04136ĽĽĽ
86s -3.2 1.48473ĽĽĽ -1.48473ĽĽĽ
Ľ Ľ Ľ Ľ
152s -9.8 12.43936ĽĽĽ -12.43936ĽĽĽ
153s -9.9 12.57934ĽĽĽ -12.57934ĽĽĽ
154s -10 12.71918ĽĽĽ -12.71918ĽĽĽ

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É ‚P‚O ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q|‚OD‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B82‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹B84‚É |‚R ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B85‚É ‚a‚W‚S|‚OD‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B85‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB86:B154‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚S–SQRT(‚a‚P‚QO‚Q^‚X|‚P) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É |‚S–SQRT(‚a‚P‚QO‚Q^‚X|‚P) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:D12‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C154‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@@y504z‚đŽQĆ

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@„
@@@@@@@




@–ÚŽŸ‚ց@
@y‚U‚O‚Pz
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń
11s x y=-2x^3+6x+1 y'=-6x^2+6
12s -3 37 -48
13s -2.9 32.378 -44.46
14s -2.8 28.104 -41.04
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
70s 2.8 -26.104 -41.04
71s 2.9 -30.378 -44.46
72s 3 -35 -48

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É |‚R ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚OD‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B72‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É |‚Q–‚a‚P‚QO‚R{‚U–‚a‚P‚Q{‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É |‚U–‚a‚P‚QO‚Q{‚U ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:D12‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C72‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D72‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľLk‚ľ‚Ä’˛Ž‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@

@@@ƒlŽ@‚Q„
@@@@@@@

@@@ƒlŽ@‚R„
@@@@@@@

@
y‚U‚O‚Qz
@@@@@Ĺ‘ĺ’l‚ƍŏŹ’l‚đ‹‚ß‚éB
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń
11s x y=2x^3-3x^2-12x-6
12s -2 -10
13s -1.9 -7.748
14s -1.8 -5.784
Ľ Ľ Ľ
Ľ Ľ Ľ
Ľ Ľ Ľ
70s 3.8 14.824
71s 3.9 20.208
72s 4 26

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É |‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚OD‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B72‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚Q–‚a‚P‚QO‚R|‚R–‚a‚P‚QO‚Q|‚P‚Q–‚a‚P‚Q|‚U ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C72‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:C72‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľLk‚ľ‚Ä’˛Ž‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č 1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰EƒNƒŠƒbƒN ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č 1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰EƒNƒŠƒbƒN ¨ •â•–ڐˇü‚̒ljÁ
@@@@@@‡B ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č 5.0
@@@@@@¨ •Â‚ś‚é

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@|‚Q…‚˜…‚S ‚Ě‚Ć‚Ť‚ĚĹ‘ĺ’l‚đƒOƒ‰ƒt‚Š‚狁‚ß‚Č‚ł‚˘B

@@@ƒlŽ@‚Q„
@@@@@@@|‚Q…‚˜…‚S ‚Ě‚Ć‚Ť‚̍ŏŹ’l‚đƒOƒ‰ƒt‚Š‚狁‚ß‚Č‚ł‚˘B

@
y‚U‚O‚Rz
@ƒŽč‡„
@@@@@@@@@@
@@@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń
8s a= 1 ‹ó”’
9s ‹ó”’ ‹ó”’ ‹ó”’
10s ‹ó”’ ‹ó”’ ‹ó”’
11s x y=x^3-3x^2 y=a
12s -2 -20 1
13s -1.9 -17.689 1
14s -1.8 -15.552 1
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
70s 3.8 11.552 1
71s 3.9 13.689 1
72s 4 16 1

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B8‚É ‚ ‚đ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C8‚É ‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B12‚É |‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚OD‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B72‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚a‚P‚QO‚R|‚R–‚a‚P‚QO‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É ‚b‚W ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:D12‚đƒhƒ‰ƒbƒO‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C72‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:D72‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľLk‚ľ‚Ä’˛Ž‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č 1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č 1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@‚‚PA‚|‚T@‚Ě‚Ć‚ŤAˆŮ‚Č‚éŽŔ”‰đ‚ĚŒÂ”‚đ‹‚ß‚Č‚ł‚˘B
@@@ƒlŽ@‚Q„
@@@@@@@‚‚OA‚|‚S@‚Ě‚Ć‚ŤAˆŮ‚Č‚éŽŔ”‰đ‚ĚŒÂ”‚đ‹‚ß‚Č‚ł‚˘B
@@@ƒlŽ@‚R„
@@@@@@@‚|‚Q@‚Ě‚Ć‚ŤAˆŮ‚Č‚éŽŔ”‰đ‚ĚŒÂ”‚đ‹‚ß‚Č‚ł‚˘B
@@@ƒlŽ@‚S„
@@@@@@@ˆŮ‚Č‚éŽŔ”‰đ‚ĚŒÂ”‚́A’萔‚‚Ě’l‚É‚ć‚Á‚Ăǂ̂悤‚É•Ď‚í‚é‚ŠB

y‚U‚O‚Sz
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń
11s x y=x^3-3x^2+4
12s -3.2 -59.488
13s -3.1 -54.621
14s -3.0 -50.0
Ľ Ľ Ľ
Ľ Ľ Ľ
Ľ Ľ Ľ
42s 3.8 15.552
43s 3.9 17.689
44s 4.0 20.0

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É ‚O ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚OD‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B44‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚a‚P‚QO‚R|‚R–‚a‚P‚QO‚Q{‚S ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C44‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:C44‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľLk‚ľ‚Ä’˛Ž‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@„
@@@@@@@‚˜†‚O ‚Ě‚Ć‚ŤA
@@@@@@@

@
@y‚U‚O‚Tz ‹Čü ‚™‚Œ‚‚‡‚˜ ‚ĚƒOƒ‰ƒt‚ƁA‚ť‚̏ă‚Ě“_‚o(‚PC‚O)‚É‚¨‚Ż‚éÚü‚Ć–@ü‚đ•`‚­B
@ƒŽč‡„
@@@@@@@@@@
@@@@@@@@@@Úü F ‚™|‚O‚Pi‚˜|‚Pj@@@@ˆ@‚™‚˜|‚P
@@@@@@@@@@–@ü F ‚™|‚O|‚Pi‚˜|‚Pj@@ ˆ@‚™|‚˜{‚P

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń
11s x y=logx y=x-1 y=-x+1
12s 0.05 -2.99573ĽĽĽ -0.95 0.95
13s 0.1 -2.30258ĽĽĽ -0.9 0.9
14s 0.15 -1.89711ĽĽĽ -0.85 0.85
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
109s 4.9 1.58923ĽĽĽ 3.9 -3.9
110s 4.95 1.59938ĽĽĽ 3.95 -3.95
111s 5 1.60943ĽĽĽ 4 -4

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É ‚OD‚O‚T ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚OD‚O‚T ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B111‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚k‚m(‚a‚P‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É ‚a‚P‚Q|‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚É |‚a‚P‚Q{‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:E12‚đƒhƒ‰ƒbƒO‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C111‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:E111‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľLk‚ľ‚Ä’˛Ž‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@‚™‚˜|‚P ‚Ş ‚™‚Œ‚‚‡‚˜ ă‚Ě“_(‚PC‚O)‚É‚¨‚Ż‚éÚü‚É‚Č‚Á‚Ä‚˘‚é‚ą‚Ć‚đŠm‚Š‚ß‚Č‚ł‚˘B

@@@ƒlŽ@‚Q„
@@@@@@@‚™|‚˜{‚P ‚Ş ‚™‚Œ‚‚‡‚˜ ă‚Ě“_(‚PC‚O)‚É‚¨‚Ż‚é–@ü‚É‚Č‚Á‚Ä‚˘‚é‚ą‚Ć‚đŠm‚Š‚ß‚Č‚ł‚˘B

@ƒŽč‡„
@@@@@@@@@@
@@@@@@@@@@
@@@@@@@@@@
@@@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń
11s x y=SQRT(1-x^2/4) y=-SQRT(1-x^2/4) y=(-3/8)x+5/4
12s -2 0 0 2
13s -1.95 0.22220ĽĽĽ -0.22220ĽĽĽ 1.98125
14s -1.9 0.31224ĽĽĽ -0.31224ĽĽĽ 1.9625
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
90s 1.9 0.31224ĽĽĽ -0.31224ĽĽĽ 0.5375
91s 1.95 0.2222ĽĽĽ -0.22220ĽĽĽ 0.51875
92s 2 0 0 0.5

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É |‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚OD‚O‚T ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B92‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚r‚p‚q‚s(‚P|‚a‚P‚QO‚Q^‚S) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É |‚r‚p‚q‚s(‚P|‚a‚P‚QO‚Q^‚S) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚É |‚R–‚a‚P‚Q^‚W{‚T^‚S ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹”͈ÍC12:E12‚đƒhƒ‰ƒbƒO‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C92‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:E92‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̍ś’[‚ƉE’[Aă’[‚Ɖş’[‚đ‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľLk‚ľ‚Ä’˛Ž‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č 1.0 ¨ •Â‚ś‚é
@@@@@@¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č 0.2¨ •Â‚ś‚é
@@@@@@¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č 1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č
@@@@@@¨ •â•–ڐˇŠÔŠu ŒĹ’č 0.2 ¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰EƒNƒŠƒbƒN
@@@@@@¨ •â•–ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@„
@@@@@@@
@@@@@@‚Č‚Á‚Ä‚˘‚é‚ą‚Ć‚đŠm‚Š‚ß‚Č‚ł‚˘B




@–ÚŽŸ‚ց@
@y‚V‚O‚Pz
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń
11s x y=xSQRT(9-x^2)
12s -3 0
13s -2.9 -2.2753ĽĽĽ
14s -2.8 -3.01569ĽĽĽ
Ľ Ľ Ľ
Ľ Ľ Ľ
Ľ Ľ Ľ
70s 2.8 3.01569ĽĽĽ
71s 2.9 2.22753ĽĽĽ
72s 3 0

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É |‚R ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚OD‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B72‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚a‚P‚Q–‚r‚p‚q‚s(‚X|‚a‚P‚QO‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C72‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:C72‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľLk‚ľ‚Ä’˛Ž‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č1.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@@@@‡A ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ •â•–ڐˇŠÔŠu ŒĹ’č0.5
@@@@@@¨ •Â‚ś‚é ¨ ‚™Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ •â•–ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@ƒOƒ‰ƒt‚Š‚ç‹É‘ĺ’l‚đ‹‚ß‚Č‚ł‚˘B

@@@ƒlŽ@‚Q„
@@@@@@@ƒOƒ‰ƒt‚Š‚ç‹ÉŹ’l‚đ‹‚ß‚Č‚ł‚˘B

@@@ƒlŽ@‚R„
@@@@@@@ƒOƒ‰ƒt‚Š‚çĹ‘ĺ’l‚đ‹‚ß‚Č‚ł‚˘B

@@@ƒlŽ@‚S„
@@@@@@@ƒOƒ‰ƒt‚Š‚çĹŹ’l‚đ‹‚ß‚Č‚ł‚˘B

@
y‚V‚O‚Qz ‚O…‚˜…‚QƒÎ ‚É‚¨‚˘‚āAŠÖ” ‚™‚˜{‚Q‚“‚‰‚Ž‚˜ ‚ĚƒOƒ‰ƒt‚đ•`‚­B
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń
11s x y=x+2sinx
12s 0 0
13s 2 0.10470ĽĽĽ
14s 4 0.20932ĽĽĽ
Ľ Ľ Ľ
Ľ Ľ Ľ
Ľ Ľ Ľ
190s 356 6.07385ĽĽĽ
191s 358 6.17847ĽĽĽ
192s 360 6.28318ĽĽĽ

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É ‚O ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É
@@@@@@@@‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q){‚Q–SIN(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q)) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:C192‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB@
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľLk‚ľ‚Ä’˛Ž‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ Ž˛‚̏‘ŽŽÝ’č ¨ –ڐˇŠÔŠu ŒĹ’č 60.0
@@@@@@¨ •Â‚ś‚é ¨ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@‚O…‚˜…‚QƒÎ ‚É‚¨‚Ż‚é‹É‘ĺ’l‚đ‚Ć‚é‚Ć‚Ť‚Ě‚˜‚Ě’l‚đƒOƒ‰ƒt‚đ—˜—p‚ľ‚Ä‹‚߁A
@@@@@@‹É‘ĺ’l‚đŒvŽZ‚ľ‚Č‚ł‚˘B

@@@ƒlŽ@‚Q„
@@@@@@@‚O…‚˜…‚QƒÎ ‚É‚¨‚Ż‚é‹ÉŹ’l‚đ‚Ć‚é‚Ć‚Ť‚Ě‚˜‚Ě’l‚đƒOƒ‰ƒt‚đ—˜—p‚ľ‚Ä‹‚߁A
@@@@@@‹ÉŹ’l‚đŒvŽZ‚ľ‚Č‚ł‚˘B

@@@ƒlŽ@‚R„
@@@@@@@‚O…‚˜…‚QƒÎ ‚É‚¨‚Ż‚éĹ‘ĺ’l‚đ‚Ć‚é‚Ć‚Ť‚Ě‚˜‚Ě’l‚đƒOƒ‰ƒt‚đ—˜—p‚ľ‚Ä‹‚߁A
@@@@@@Ĺ‘ĺ’l‚đŒvŽZ‚ľ‚Č‚ł‚˘B

@@@ƒlŽ@‚S„
@@@@@@@‚O…‚˜…‚QƒÎ ‚É‚¨‚Ż‚éĹŹ’l‚đ‚Ć‚é‚Ć‚Ť‚Ě‚˜‚Ě’l‚đƒOƒ‰ƒt‚đ—˜—p‚ľ‚Ä‹‚߁A
@@@@@@ĹŹ’l‚đŒvŽZ‚ľ‚Č‚ł‚˘B

@
y‚V‚O‚Rz
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń
11s x y=x+SQRT(4-x^2)
12s -2 -2
13s -1.9 -1.27550ĽĽĽ
14s -1.8 -0.92822ĽĽĽ
Ľ Ľ Ľ
Ľ Ľ Ľ
Ľ Ľ Ľ
50s 1.8 2.67177ĽĽĽ
51s 1.9 2.52449ĽĽĽ
52s 2 2

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É |‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚OD‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B52‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚a‚P‚Q{‚r‚p‚q‚s(‚S|‚a‚P‚QO‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C52‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@ ƒZƒ‹C52‚É ‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:C52‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľLk‚ľ‚Ä’˛Ž‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@„
@@@@@@@ƒOƒ‰ƒt‚Š‚çĹŹ’l‚Ć‚ť‚Ě‚Ć‚Ť‚Ě‚˜‚Ě’l‚đ‹‚ß‚Č‚ł‚˘B

y‚V‚O‚Sz
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń
11s x y=e^2x-2e^x+1
12s -1 0.39957ĽĽĽ
13s -0.95 0.37608ĽĽĽ
14s -0.9 0.35215ĽĽĽ
Ľ Ľ Ľ
Ľ Ľ Ľ
Ľ Ľ Ľ
50s 0.9 2.13044ĽĽĽ
51s 0.95 2.51447ĽĽĽ
52s 1 2.95249ĽĽĽ

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É |‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚OD‚O‚T ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B52‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚d‚w‚o(‚Q–‚a‚P‚Q)|‚Q–‚d‚w‚o(‚a‚P‚Q){‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C52‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB11:C52‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľLk‚ľ‚Ä’˛Ž‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@|‚P…‚˜…‚P ‚Ě‚Ć‚Ť‚ĚĹ‘ĺ’l‚Ć‚ť‚Ě‚Ć‚Ť‚Ě‚˜‚Ě’l‚đƒOƒ‰ƒt‚đ—˜—p‚ľ‚Ä‹‚ß‚Č‚ł‚˘B

@@@ƒlŽ@‚Q„
@@@@@@@|‚P…‚˜…‚P ‚Ě‚Ć‚Ť‚̍ŏŹ’l‚Ć‚ť‚Ě‚Ć‚Ť‚Ě‚˜‚Ě’l‚đƒOƒ‰ƒt‚đ—˜—p‚ľ‚Ä‹‚ß‚Č‚ł‚˘B

@



@–ÚŽŸ‚ց@
@y‚W‚O‚Pz
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń
11s x y=x^2 0.01~x^2
12s 0.01 0.0001 0.000001
13s 0.02 0.0004 0.000004
14s 0.03 0.0009 0.000009
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
109s 0.98 0.9604 0.009604
110s 0.99 0.9801 0.009801
111s 1 1 0.01
112s ‹ó”’ ‹ó”’ 0.33835

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É ‚OD‚O‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚OD‚O‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B111‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚a‚P‚QO‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É ‚OD‚O‚P–‚b‚P‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:D12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C111‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚ç‹ć•Ş‹Ď‚đ‹‚ß‚éB
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍD12:D111‚Ě˜a‚đ‹‚ß‚éB
@@ @@@@@@ƒ[ƒNƒV[ƒg‚ĚƒZƒ‹D112‚É ‚r‚t‚l(‚c‚P‚QF‚c‚P‚P‚P) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB

@@@ƒlŽ@‚P„
@@@@@@@ŽŸ‚Ě’čĎ•Ş‚đŒvŽZ‚ľ‚āA‹Čü ‚Ć ‚˜Ž˛ ‹y‚Ń ’źü ‚˜‚P ‚ĹˆÍ‚Ü‚ę‚˝–ʐςđ
@@@@@@‹‚ß‚Č‚ł‚˘B
@@@@@@@

@@@ƒlŽ@‚Q„
@@@@@@@lŽ@‚P‚Ĺ‹‚ß‚˝’čĎ•Ş‚Ě’l‚ƁAƒ[ƒNƒV[ƒg‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍD12:D111
@@@@@@‚Ě˜a‚Ĺ‚ ‚éƒZƒ‹‚c‚P‚P‚Q‚Ě’l‚đ”äŠr‚ľ‚Č‚ł‚˘B

@
@y‚W‚O‚Qz ƒTƒCƒNƒƒCƒh ‚˜‚”|‚“‚‰‚Ž‚”A‚™‚P|‚ƒ‚‚“‚” (‚O…‚”…‚QƒÎ)‚ĚƒOƒ‰ƒt‚đ•`‚­B‚Ü‚˝A‚ť‚Ě’ˇ‚ł‚đ‹‚ß‚éB
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń F—ń G—ń
11s x x=t-sint y=1-cost C(n)-C(n-1) D(n)-D(n-1) SQRT(E()^2+F()^2)
12s 0 0 0 ‹ó”’ ‹ó”’ ‹ó”’
13s 2 7.088ĽĽ 0.000ĽĽ 7.088ĽĽ 0.000ĽĽ 0.000ĽĽ
14s 4 5.669ĽĽ 0.002ĽĽ 4.960ĽĽ 0.001ĽĽ 0.001ĽĽ
Ľ Ľ Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ Ľ Ľ
190s 356 6.283ĽĽ 0.002ĽĽ 0.000ĽĽ -0.003ĽĽ 0.003ĽĽ
191s 358 6.283ĽĽ 0.000ĽĽ 4.960ĽĽ -0.001ĽĽ 0.001ĽĽ
192s 360 6.283ĽĽ 0 7.088ĽĽ -0.000ĽĽ 0.000ĽĽ
193s ‹ó”’ ‹ó”’ ‹ó”’ ‹ó”’ ‹ó”’ 7.99989ĽĽĽ

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É ‚O ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É
@@@@@@@@‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q)|SIN(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q)) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É
@@@@@@@@‚P|COS(‚q‚`‚c‚h‚`‚m‚r(‚a‚P‚Q)) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:D12‚đƒhƒ‰ƒbƒO‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹E13‚É ‚b‚P‚R|‚b‚P‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹F13‚É ‚c‚P‚R|‚c‚P‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹G13‚É ‚r‚p‚q‚s(‚d‚P‚RO‚Q{‚e‚P‚RO‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍE13:G13‚đƒhƒ‰ƒbƒO‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍE14:E192‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍC11:D192‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨m•˝ŠŠün‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B ƒOƒ‰ƒtƒGƒŠƒA‚̏ă’[‚Ɖş’[‚đ‚ť‚ę‚ź‚ęƒhƒ‰ƒbƒO‚ľLk‚ľ‚Ä’˛Ž‚ˇ‚éB
@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̐”Žš‚đ‰E¸ŘŻ¸ ¨ –ڐˇü‚̒ljÁ
@@@(4) ă‹L(1)‚̑Ήž•\‚Š‚çƒTƒCƒNƒƒCƒh‚Ě’ˇ‚ł‚đ‹‚ß‚éB
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍG13:G192‚Ě˜a‚đ‹‚ß‚éB
@@ @@@@@@ƒ[ƒNƒV[ƒg‚ĚƒZƒ‹G193‚É ‚r‚t‚l(‚f‚P‚RF‚f‚P‚X‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB

@@@@@@

@@@ƒlŽ@‚P„
@@@@@@@ŽŸ‚Ě’čĎ•Ş‚đŒvŽZ‚ľ‚āAƒTƒCƒNƒƒCƒh ‚˜‚”|‚“‚‰‚Ž‚”A‚™‚P|‚ƒ‚‚“‚” (‚O…‚”…‚QƒÎ)
@@@@@@‚Ě’ˇ‚ł‚đ‹‚ß‚Č‚ł‚˘B
@@@@@@@

@@@ƒlŽ@‚Q„
@@@@@@@lŽ@‚P‚Ĺ‹‚ß‚˝’čĎ•Ş‚Ě’l‚ƁAƒ[ƒNƒV[ƒg‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍG13:G192
@@@@@@‚Ě˜a‚Ĺ‚ ‚éƒZƒ‹‚f‚P‚X‚R‚Ě’l‚đ”äŠr‚ľ‚Č‚ł‚˘B

@



@–ÚŽŸ‚ց@
@y‚X‚O‚Pz ‘ć‚R€‚Ş‚TA‘ć‚P‚Q€‚Ş‚T‚X‚Ĺ‚ ‚é“™ˇ”—ń‚Ěˆę”ʍ€‚đ‹‚ß‚éB
@ƒŽč‡„
@@@@@@@@@@
@@@@@@@@@@
@@@@@@@@@@
@@@@@@@@@@‡@‚ƇA‚đ˜A—§‚ľ‚Ä‰đ‚­‚ĆA‚|‚VA‚„‚U
@@@@@@@@@@‚ć‚Á‚āA
@@@@@@@@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń
11s €”ԍ† 6n-13
12s 1 -7
13s 2 -1
14s 3 5
Ľ Ľ Ľ
Ľ Ľ Ľ
Ľ Ľ Ľ
109s 98 575
110s 99 581
111s 100 587

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É ‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B111‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚U–‚a‚P‚Q|‚P‚R ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C111‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@ƒlŽ@‚P„
@@@@@@@
@@@@@@@‚P‚S‚R‚Ş‘ć‚Q‚U€‚Ĺ‚ ‚é‚ą‚Ć‚đƒ[ƒNƒV[ƒg‚ĹŠm”F‚ľ‚Č‚ł‚˘B

@@@ƒlŽ@‚Q„
@@@@@@@
@@@@@@‘ć‚X‚U€‚Ş‚T‚U‚R‚Ĺ‚ ‚é‚ą‚Ć‚đƒ[ƒNƒV[ƒg‚ĹŠm”F‚ľ‚Č‚ł‚˘B

@
@y‚X‚O‚Qz ‘ć‚R€‚Ş‚P‚QA‘ć‚V€‚Ş‚P‚X‚Q‚Ĺ‚ ‚é“™”䐔—ń‚Ěˆę”ʍ€‚đ‹‚ß‚éB
@ƒŽč‡„
@@@@@@@@@@
@@@@@@@@@@
@@@@@@@@@@
@@@@@@@@@@‡@‚ƇA‚đ˜A—§‚ľ‚Ä‰đ‚­‚ĆA‚‚RA‚’}‚Q
@@@@@@@@@@‚ć‚Á‚āA

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń
11s €”ԍ† 3*2^(n-1) 3*(-2)^(n-1)
12s 1 3 3
13s 2 6 -6
14s 3 12 12
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
44s 33 12884ĽĽĽ 12884ĽĽĽ
45s 34 25769ĽĽĽ -25369ĽĽĽ
46s 35 51539ĽĽĽ 51539ĽĽĽ

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB11:D11‚ɏă•\‚̂悤‚É“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B12‚É ‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚R–‚QO(‚a‚P‚Q|‚P) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É ‚R–(|‚Q)O(‚a‚P‚Q|‚P) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC12:D12‚đƒhƒ‰ƒbƒO‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@ƒlŽ@‚P„
@@@@@@@
@@@@@@@
@@@@@@@‘ć‚W€‚Ş‚R‚W‚S‚Ɓ|‚R‚W‚S‚Ĺ‚ ‚é‚ą‚Ć‚đƒ[ƒNƒV[ƒg‚ĹŠm”F‚ľ‚Č‚ł‚˘B

@@@ƒlŽ@‚Q„
@@@@@@@
@@@@@@@
@@@@@@@‚V‚W‚U‚S‚R‚Q‚Ş‘ć‚P‚X€‚Ĺ‚ ‚é‚ą‚Ć‚đƒ[ƒNƒV[ƒg‚ĹŠm”F‚ľ‚Č‚ł‚˘B

@
@y‚X‚O‚Rz‰€‚Ş‚T‚OAŒöˇ‚ށ|‚U‚Ě“™ˇ”—ń‚̏‰€‚Š‚ç‘ć‚Ž€‚Ü‚Ĺ‚Ě˜a‚đ‹‚ß‚éB
@ƒŽč‡„
@@@@@@@@@@
@@@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń
11s €”ԍ† -6n+56 ˜a -3n^2+53n
12s 1 50 50 50
13s 2 44 94 94
14s 3 38 132 132
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
59s 48 -232 -4368 -4368
60s 49 -238 -4606 -4606
61s 50 -244 -4850 -4850

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB11:E11‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăZƒ‹‚̏‘ŽŽ‚đ‘I‘đ‚ˇ‚éB
@@@@@@•\Œ`ŽŽ ¨ •Ş—Ţ‚Ě•śŽš—ń ¨ ‚n‚j ‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹B12‚É ‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B61‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É |‚U–‚a‚P‚Q{‚T‚U ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C61‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É ‚T‚O ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D13‚É ‚c‚P‚Q{‚b‚P‚R ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍD14:D61‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚É |‚R–‚a‚P‚QO‚Q{‚T‚R–‚a‚P‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍE13:E61‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@ƒlŽ@‚P„
@@@@@@@ƒ[ƒNƒV[ƒgD—ń‚Ě˜a‚ĆE—ń‚Ě -3n^2+53n ‚ވę’v‚ľ‚Ä‚˘‚é‚ą‚Ć‚đŠm‚Š‚ß‚Č‚ł‚˘B

@@@ƒlŽ@‚Q„
@@@@@@@
@@@@@@@
@@@@@@@‚ć‚Á‚āA‚Ž‚X ‚Ě‚Ć‚ŤAĹ‘ĺ‚É‚Č‚éB
@@@@@@@‚Ž‚X ‚Ě‚Ć‚ŤĹ‘ĺ‚Ĺ‚ ‚é‚ą‚Ć‚đƒ[ƒNƒV[ƒg‚ĹŠm”F‚ľ‚Č‚ł‚˘B

@ƒŽč‡„
@@@@@@@@@@
@@@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń
11s €”ԍ† 2^(n-2) ˜a (2^n-1)/2
12s 1 0.5 0.5 0.5
13s 2 1 1.5 1.5
14s 3 2 3.5 3.5
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
44s 33 21474ĽĽĽ 42949ĽĽĽ 42949ĽĽĽ
45s 34 42949ĽĽĽ 85899ĽĽĽ 85899ĽĽĽ
46s 35 85899ĽĽĽ 17179ĽĽĽ 17179ĽĽĽ

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É ‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚QO(‚a‚P‚Q|‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É ‚OD‚T ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D13‚É ‚c‚P‚Q{‚b‚P‚R ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍD14:D46ƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚É (‚QO‚a‚P‚Q|‚P)^‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍE13:E46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@ƒlŽ@‚P„
@@@@@@@ƒ[ƒNƒV[ƒgD—ń‚Ě˜a‚ĆE—ń‚Ě (2^n-1)/2 ‚ވę’v‚ľ‚Ä‚˘‚é‚ą‚Ć‚đŠm‚Š‚ß‚Č‚ł‚˘B

@@@ƒlŽ@‚Q„
@@@@@@@
@@@@@@@‚ą‚ę‚đ‰đ‚˘‚āA‚Ž‚P‚P ‚É‚Č‚éB
@@@@@@@˜a‚ޏ‰‚ß‚Ä‚P‚O‚O‚O‚đ’´‚Ś‚é‚̂́A‘ć‚P‚P€‚Ü‚Ĺ‚Ě˜a‚Ĺ‚ ‚é‚ą‚Ć‚đƒ[ƒNƒV[ƒg‚Ĺ
@@@@@@Šm”F‚ľ‚Č‚ł‚˘B

@
@y‚X‚O‚Tz
@ƒŽč‡„
@@@@@@@@@@
@@@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń
11s €”ԍ† n^2 ˜a n(n+1)(2n+1)/6
12s 1 1 1 1
13s 2 4 5 5
14s 3 9 14 14
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
44s 33 1089 12529 12529
45s 34 1156 13685 13685
46s 35 1225 14910 14910

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É ‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚a‚P‚QO‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É ‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D13‚É ‚c‚P‚Q{‚b‚P‚R ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍD14:D46ƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚É ‚a‚P‚Q–(‚a‚P‚Q{‚P)(‚Q–‚a‚P‚Q{‚P)^‚U ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍE13:E46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@ƒlŽ@„
@@@@@@@ƒ[ƒNƒV[ƒgD—ń‚Ě˜a‚ĆE—ń‚Ě n(n+1)(2n+1)/6 ‚ވę’v‚ľ‚Ä‚˘‚é‚ą‚Ć‚đŠm‚Š‚ß‚Č‚ł‚˘B

@y‚X‚O‚Uz
@ƒŽč‡„
@@@@@@@@@@
@@@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń D—ń
11s €”ԍ† n^3 ˜a {n(n+1)/2}^2
12s 1 1 1 1
13s 2 8 9 9
14s 3 27 36 36
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
44s 33 35937 314721 314721
45s 34 39304 354025 354025
46s 35 42875 396900 396900

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É ‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚a‚P‚QO‚R ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É ‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D13‚É ‚c‚P‚Q{‚b‚P‚R ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍD14:D46ƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚É (‚a‚P‚Q–(‚a‚P‚Q{‚P)^‚Q)O‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍE13:E46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@ƒlŽ@„
@@@@@@@ƒ[ƒNƒV[ƒgD—ń‚Ě˜a‚ĆE—ń‚Ě {n(n+1)/2}^2 ‚ވę’v‚ľ‚Ä‚˘‚é‚ą‚Ć‚đŠm‚Š‚ß‚Č‚ł‚˘B

@y‚X‚O‚VzŽŸ‚̐”—ń‚Ěˆę”ʍ€‚đ‹‚ß‚éB
@@@@@@‚RC‚SC‚UC‚P‚OC‚P‚WC‚R‚SCEEE
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń
11s €”ԍ† ŠKˇ”—ń ˜a 2^(n-1)+2
12s 1 ‹ó”’ 3 3
13s 2 1 4 4
14s 3 2 6 6
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ Ľ
44s 33 21474ĽĽĽ 42949ĽĽĽ 42949ĽĽĽ
45s 34 42949ĽĽĽ 8599ĽĽĽ 85899ĽĽĽ
46s 35 85899ĽĽĽ 17179ĽĽĽ 17179ĽĽĽ

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É ‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C13‚É ‚QO(‚a‚P‚R|‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC14:C46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É ‚R ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D13‚É ‚c‚P‚Q{‚b‚P‚R ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍD14:D46ƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚É ‚QO(‚a‚P‚Q|‚P){‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍE13:E46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@ƒlŽ@„
@@@@@@@ƒ[ƒNƒV[ƒgD—ń‚Ě˜a‚ĆE—ń‚Ě 2^(n-1)+2 ‚ވę’v‚ľ‚Ä‚˘‚é‚ą‚Ć‚đŠm‚Š‚ß‚Č‚ł‚˘B

@y‚X‚O‚WzŽŸ‚Ě‘Q‰ťŽŽ‚Ĺ’č‚ß‚ç‚ę‚˝”—ń{‚‚Ž}‚Ěˆę”ʍ€‚đ‹‚ß‚éB
@@@@@@
@@@@@@
@ƒŽč‡„
@@@@@@@@@@
@@@@@@@@@@
@@@@@@@@@@
@@@@@@@@@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń
11s €”ԍ† ‘Q‰ťŽŽ 2^(n+1)-3
12s 1 1 1
13s 2 5 5
14s 3 13 13
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
44s 33 17179ĽĽĽ 17179ĽĽĽ
45s 34 34359ĽĽĽ 34359ĽĽĽ
46s 35 68719ĽĽĽ 68719ĽĽĽ

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É ‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C13‚É ‚Q–‚b‚P‚Q{‚R ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC14:C46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É ‚QO(‚a‚P‚Q{‚P)|‚R ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍD13:D46ƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@ƒlŽ@„
@@@@@@@ƒ[ƒNƒV[ƒgC—ń‚Ě‘Q‰ťŽŽ‚ĆD—ń‚Ě 2^(n+1)-3 ‚ވę’v‚ľ‚Ä‚˘‚é‚ą‚Ć‚đŠm‚Š‚ß‚Č‚ł‚˘B

@y‚X‚O‚Xz
@@@@@@@@
@@@@@@@@
@@@@@@@@
@ƒŽč‡„
@@@@@@@@@@‚ą‚Ě‘Q‰ťŽŽ‚đ‰đ‚˘‚Ĉę”ʍ€‚đ‹‚ß‚é‚ƁA
@@@@@@@@@@@‚Ć‚Č‚éB
@@@@@@@@@@
@@@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń
11s €”ԍ† ‘Q‰ťŽŽ ˆę”ʍ€
12s 1 0 0
13s 2 1 1
14s 3 1 1
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
44s 33 12477.ĽĽĽ 12477.ĽĽĽ
45s 34 17044.ĽĽĽ 17044.ĽĽĽ
46s 35 23282.ĽĽĽ 23282.ĽĽĽ

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É ‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚O ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C13‚É ‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C14‚É (‚Q–‚b‚P‚R{‚b‚P‚Q)^‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C14‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC15:C46‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É
@@@@@@@@(((1+SQRT(3))/2)^(B12-1)-((1-SQRT(3))/2)^(B12-1))/SQRT(3)
@@@@@@@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍD13:D46ƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@ƒlŽ@„
@@@@@@@ƒ[ƒNƒV[ƒgC—ń‚Ě‘Q‰ťŽŽ‚ĆD—ń‚Ěˆę”ʍ€ ‚ވę’v‚ľ‚Ä‚˘‚é‚ą‚Ć‚đŠm‚Š‚ß ‚Č‚ł‚˘B

@y‚X‚P‚Oz ŽŸ‚Ě‘Q‰ťŽŽ‚Ĺ’č‚ß‚ç‚ę‚˝ƒtƒBƒ{ƒiƒbƒ`”—ń‚đl‚Ś‚éB
@@@@@@@
@@@@@@@
@@@@@@@
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń
11s €”ԍ† ‘Q‰ťŽŽ ‘ćn€^‘ćn-1€
12s 1 1 ‹ó”’
13s 2 1 1
14s 3 2 2
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
Ľ Ľ Ľ Ľ
59s 48 48075ĽĽĽ 1.618033989
60s 49 77787ĽĽĽ 1.618033989
61s 50 12586ĽĽĽ 1.618033989

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É ‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚a‚P‚Q{‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B61‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C13‚É ‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C14‚É ‚b‚P‚Q{‚b‚P‚R ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C14‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC15:C61‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹D13‚É ‚b‚P‚R^‚b‚P‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍD14:D61ƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB


@@@ƒlŽ@„
@@@@@@@
@@@@@@‚É‹ß‚˘‚ą‚Ć‚đŠm‚Š‚ß‚Č‚ł‚˘B




@–ÚŽŸ‚ց@
@y1001z ŽOŠpŠÖ”‚Ě‹tŠÖ” ‚Ć ŒĘ“x–@‚Š‚ç“x”–@‚Ö‚Ě•ĎŠˇ
@@@@@@i‚`‚r‚h‚mŠÖ”A‚`‚b‚n‚rŠÖ”A‚`‚s‚`‚mŠÖ”A‚c‚d‚f‚q‚d‚d‚rŠÖ”j
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń F—ń G—ń
11s SIN ASIN COS ACOS TAN ATAN
12s -1 -90 1 0 -SQRT(3) -60
13s -SQRT(3)/2 -60 SQRT(3)/2 30 -1 -45
14s -SQRT(2)/2 -45 SQRT(2)/2 45 -1/SQRT(3) -30
15s -1/2 -30 1/2 60 0 0
16s 0 0 0 90 1/SQRT(3) 30
17s 1/2 30 -1/2 120 1 45
18s SQRT(2)/2 45 -SQRT(2)/2 135 SQRT(3) 60
19s SQRT(3)/2 60 -SQRT(3)/2 150 ‹ó”’ ‹ó”’
20s 1 90 -1 180 ‹ó”’ ‹ó”’

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB12:B20‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăZƒ‹‚̏‘ŽŽÝ’č‚đ‘I‘đ‚ˇ‚éB
@@@@@@•\ŽŚŒ`ŽŽ ¨ •Ş—Ţ‚Ě•śŽš—ń ¨ ‚n‚j ‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB12:B20‚ɏă‚Ě•\‚̂悤‚É“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍD12:D20‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăZƒ‹‚̏‘ŽŽÝ’č‚đ‘I‘đ‚ˇ‚éB
@@@@@@•\ŽŚŒ`ŽŽ ¨ •Ş—Ţ‚Ě•śŽš—ń ¨ ‚n‚j ‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍD12:D20‚ɏă‚Ě•\‚̂悤‚É“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍF12:F20‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăZƒ‹‚̏‘ŽŽÝ’č‚đ‘I‘đ‚ˇ‚éB
@@@@@@•\ŽŚŒ`ŽŽ ¨ •Ş—Ţ‚Ě•śŽš—ń ¨ ‚n‚j ‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍF12:F18‚ɏă‚Ě•\‚̂悤‚É“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚c‚d‚f‚q‚d‚d‚r(‚`‚r‚h‚m(|‚P)) ‚đ“ü—Í‚ˇ‚éB
@@@@@@@“Ż—l‚É‚ľ‚āAC13‚Š‚çC20‚܂ŁA‚c‚d‚f‚q‚d‚d‚r(‚`‚r‚h‚m(‚a—ń‚Ě“Ż‚śs‚Ě’l)) ‚đ
@@@@@@”źŠp‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚É ‚c‚d‚f‚q‚d‚d‚r(‚`‚b‚n‚r(‚P)) ‚đ“ü—Í‚ˇ‚éB
@@@@@@@“Ż—l‚É‚ľ‚āAE13‚Š‚çE20‚܂ŁA‚c‚d‚f‚q‚d‚d‚r(‚`‚b‚n‚r(‚c—ń‚Ě“Ż‚śs‚Ě’l)) ‚đ
@@@@@@”źŠp‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹G12‚É ‚c‚d‚f‚q‚d‚d‚r(‚`‚s‚`‚m(|‚r‚p‚q‚s(‚R))) ‚đ“ü—Í‚ˇ‚éB
@@@@@@@“Ż—l‚É‚ľ‚āAG13‚Š‚çG18‚܂ŁA‚c‚d‚f‚q‚d‚d‚r(‚`‚s‚`‚m(‚e—ń‚Ě“Ż‚śs‚Ě’l)) ‚đ
@@@@@@”źŠp‚Ĺ“ü—Í‚ˇ‚éB

@@@ƒŠÖ”‚ɂ‚˘‚ā„
@@@@@@@‚`‚r‚h‚mŠÖ” ĽĽĽ ASIN(ŽŔ”’l‚P)
@@@@@@@@@@ŽŔ”’l‚P‚É‚Č‚é‚r‚h‚m‚ĚŠp“x‚đƒ‰ƒWƒAƒ“’PˆĘ‚Ĺ•Ô‚ˇB

@@@@@@@‚`‚b‚n‚rŠÖ” ĽĽĽ ACOS(ŽŔ”’l‚P)
@@@@@@@@@@ŽŔ”’l‚P‚É‚Č‚é‚b‚n‚r‚ĚŠp“x‚đƒ‰ƒWƒAƒ“’PˆĘ‚Ĺ•Ô‚ˇB

@@@@@@@‚`‚s‚`‚mŠÖ” ĽĽĽ ATAN(ŽŔ”’l‚P)
@@@@@@@@@@ŽŔ”’l‚P‚É‚Č‚é‚s‚`‚m‚ĚŠp“x‚đƒ‰ƒWƒAƒ“’PˆĘ‚Ĺ•Ô‚ˇB

@@@@@@@‚c‚d‚f‚q‚d‚d‚rŠÖ” ĽĽĽ DEGREES(ƒ‰ƒWƒAƒ“)
@@@@@@@@@@ƒ‰ƒWƒAƒ“’PˆĘ‚ĚŠp“x‚đ“x”–@‚ĚŠp“x‚É•ĎŠˇ‚ˇ‚éB

@
@y1002z •Ą‘f”‚Ě‚Qć‚Ě˜a
@@@@@@i‚r‚t‚l‚r‚pŠÖ”j
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń
11s •śŽš—ń ”’l SUMSQ
12s 0 0.00000 ‹ó”’
13s 1 1.00000 1
14s SQRT(2) 1.41421 3
15s SQRT(3) 1.73205 5
16s 2 2.00000 7
17s SQRT(5) 2.23607 9
18s SQRT(6) 2.44949 11
19s SQRT(7) 2.64575 13
20s SQRT(8) 2.82843 15

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB11:B20‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăZƒ‹‚̏‘ŽŽÝ’č‚đ‘I‘đ‚ˇ‚éB
@@@@@@•\ŽŚŒ`ŽŽ ¨ •Ş—Ţ‚Ě•śŽš—ń ¨ ‚n‚j ‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB11:B20‚ɏă‚Ě•\‚̂悤‚É“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚r‚p‚q‚s(‚O) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C13‚É ‚r‚p‚q‚s(‚P) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C14‚É ‚r‚p‚q‚s(‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C15‚É ‚r‚p‚q‚s(‚R) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C16‚É ‚r‚p‚q‚s(‚S) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C17‚É ‚r‚p‚q‚s(‚T) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C18‚É ‚r‚p‚q‚s(‚U) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C19‚É ‚r‚p‚q‚s(‚V) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C20‚É ‚r‚p‚q‚s(‚W) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D13‚É ‚r‚t‚l‚r‚p(‚b‚P‚QC‚b‚P‚R) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D13‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍD14:D20‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@ƒŠÖ”‚ɂ‚˘‚ā„
@@@@@@@‚r‚t‚l‚r‚pŠÖ” ĽĽĽ SUMSQ(ŽŔ”’l‚PCŽŔ”’l‚Q)
@@@@@@@@@@

@
@y1003z •Ą‘f”‚ĚŽl‘ĽŒvŽZƒ˜aˇĎ¤„ ‚Ć •Ą‘f”Œ`ŽŽ‚É•\ŽŚ
@@@@@@i‚h‚l‚r‚t‚lŠÖ”A‚h‚l‚r‚t‚aŠÖ”A‚h‚l‚o‚q‚n‚c‚t‚b‚sŠÖ”A‚h‚l‚c‚h‚uŠÖ”A‚b‚n‚l‚o‚k‚d‚wŠÖ”j
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń F—ń G—ń
11s ‹ó”’ A= 5-3i ‹ó”’ C= 2+i
12s ‹ó”’ B= -2+7i ‹ó”’ D= 2-i
13s ‹ó”’ ‹ó”’ ‹ó”’ ‹ó”’ ‹ó”’ ‹ó”’
14s ˜a A+B= 3+4i ‹ó”’ ‹ó”’ ‹ó”’
15s ˇ A-B= 7-10i ‹ó”’ ‹ó”’ ‹ó”’
16s Ď A*B= 11+41i ‹ó”’ ‹ó”’ ‹ó”’
17s ¤ C/D= 0.6+0.8i ‹ó”’ ‹ó”’ ‹ó”’

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹C11‚É ‚` ‚đ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚a ‚đ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D11‚É ‚b‚n‚l‚o‚k‚d‚w(‚TC|‚R) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É ‚b‚n‚l‚o‚k‚d‚w(|‚QC‚V) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹F11‚É ‚b ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹F12‚É ‚c ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹G11‚É ‚b‚n‚l‚o‚k‚d‚w(‚QC‚P) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹G12‚É ‚b‚n‚l‚o‚k‚d‚w(‚QC|‚P) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB14:B17‚ɏă‚Ě•\‚̂悤‚É“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC14:C17‚ɏă‚Ě•\‚̂悤‚É“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D14‚É ‚h‚l‚r‚t‚l(‚c‚P‚PC‚c‚P‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D15‚É ‚h‚l‚r‚t‚a(‚c‚P‚PC‚c‚P‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D16‚É ‚h‚l‚o‚q‚n‚c‚t‚b‚s(‚c‚P‚PC‚c‚P‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D17‚É ‚h‚l‚c‚h‚u(‚f‚P‚PC‚f‚P‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB

@@@ƒŠÖ”‚ɂ‚˘‚ā„
@@@@@@@‚h‚l‚r‚t‚lŠÖ” ĽĽĽ IMSUM(•Ą‘f”‚PC•Ą‘f”‚Q)
@@@@@@@@@@•Ą‘f”‚P{•Ą‘f”‚Q ‚Ě’l‚đ•Ô‚ˇB

@@@@@@@‚h‚l‚r‚t‚aŠÖ” ĽĽĽ IMSUB(•Ą‘f”‚PC•Ą‘f”‚Q)
@@@@@@@@@@•Ą‘f”‚P|•Ą‘f”‚Q ‚Ě’l‚đ•Ô‚ˇB

@@@@@@@‚h‚l‚o‚q‚n‚c‚t‚b‚sŠÖ” ĽĽĽ IMPRODUCT(•Ą‘f”‚PC•Ą‘f”‚Q)
@@@@@@@@@@•Ą‘f”‚P~•Ą‘f”‚Q ‚Ě’l‚đ•Ô‚ˇB

@@@@@@@‚h‚l‚c‚h‚uŠÖ” ĽĽĽ IMDIV(•Ą‘f”‚PC•Ą‘f”‚Q)
@@@@@@@@@@•Ą‘f”‚P€•Ą‘f”‚Q ‚Ě’l‚đ•Ô‚ˇB

@@@@@@@‚b‚n‚l‚o‚k‚d‚wŠÖ” ĽĽĽ COMPLEX(ŽŔ”’l‚PCŽŔ”’l‚Q)
@@@@@@@@@@•Ą‘f”‚ĚŒ` (ŽŔ”’l‚P){(ŽŔ”’l‚Q)‚‰ ‚đ•Ô‚ˇB

@y1004z‹¤–đ‚Č•Ą‘f” ‚Ć â‘Î’l
@@@@@@i‚h‚l‚b‚n‚m‚i‚t‚f‚`‚s‚dŠÖ”A‚h‚l‚`‚a‚rŠÖ”j
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń
11s •Ą‘f” ‹¤–đ‚Č•Ą‘f” â‘Î’l
12s 3+4i 3-4i 5
13s 3 3 3
14s 4i -4i 4

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹B12‚É ‚R{‚S‚‰ ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B13‚É ‚R ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B14‚É ‚R‚‰ ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚h‚l‚b‚n‚m‚i‚t‚f‚`‚s‚d(‚a‚P‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C13‚É ‚h‚l‚b‚n‚m‚i‚t‚f‚`‚s‚d(‚a‚P‚R) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C14‚É ‚h‚l‚b‚n‚m‚i‚t‚f‚`‚s‚d(‚a‚P‚S) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É ‚h‚l‚`‚a‚r(‚a‚P‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D13‚É ‚h‚l‚`‚a‚r(‚a‚P‚R) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D14‚É ‚h‚l‚`‚a‚r(‚a‚P‚S) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB

@@@ƒŠÖ”‚ɂ‚˘‚ā„
@@@@@@@‚h‚l‚b‚n‚m‚i‚t‚f‚`‚s‚dŠÖ” ĽĽĽ IMCONJUGATE(•Ą‘f”‚P)
@@@@@@@@@@•Ą‘f”‚P‚É‹¤–đ‚Č•Ą‘f”‚đ•Ô‚ˇB

@@@@@@@‚h‚l‚`‚a‚rŠÖ” ĽĽĽ IMABS(•Ą‘f”‚P)
@@@@@@@@@@•Ą‘f”‚P‚̐â‘Î’l‚đ•Ô‚ˇB

@
@y1005z•Ą‘f”‚̕ΊpAŽŔ”•”•ŞA‹•”•”•Ş
@@@@@@i‚h‚l‚`‚q‚f‚t‚l‚d‚m‚sŠÖ”A‚h‚l‚q‚d‚`‚kŠÖ”A‚h‚l‚`‚f‚h‚m‚`‚q‚xŠÖ”j
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń E—ń F—ń
11s •śŽš—ń ”’l •ÎŠp ŽŔ”•”•Ş ‹•”•”•Ş
12s 1 1 0 1 0
13s SQRT(3)+i 1.73205ĽĽ+i 30 1.73205ĽĽĽ 1
14s 1+i 1+i 45 1 1
15s 1+SQRT(3)i 1+1.73205ĽĽi 60 1 1.73205ĽĽĽ
16s i i 90 0 1
17s -1+SQRT(3)i -1+1.73205ĽĽi 120 -1 1.73205ĽĽĽ
18s -1+i -1+i 135 -1 1
19s -SQRT(3)+i -1.73205ĽĽ+i 150 -1.73205ĽĽĽ 1
20s -1 -1 180 -1 0

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB11:B20‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚ăZƒ‹‚̏‘ŽŽÝ’č‚đ‘I‘đ‚ˇ‚éB
@@@@@@•\ŽŚŒ`ŽŽ ¨ •Ş—Ţ‚Ě•śŽš—ń ¨ ‚n‚j ‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB11:B20‚ɏă‚Ě•\‚̂悤‚É“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚b‚n‚l‚o‚k‚d‚w(‚PC‚O) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C13‚É ‚b‚n‚l‚o‚k‚d‚w(‚r‚p‚q‚s(‚R)C‚P) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C14‚É ‚b‚n‚l‚o‚k‚d‚w(‚PC‚P) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C15‚É ‚b‚n‚l‚o‚k‚d‚w(‚PC‚r‚p‚q‚s(‚R)) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C16‚É ‚b‚n‚l‚o‚k‚d‚w(‚OC‚P) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C17‚É ‚b‚n‚l‚o‚k‚d‚w(|‚PC‚r‚p‚q‚s(‚R)) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C18‚É ‚b‚n‚l‚o‚k‚d‚w(|‚PC‚P) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C19‚É ‚b‚n‚l‚o‚k‚d‚w(|‚r‚p‚q‚s(‚R)C‚P) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C20‚É ‚b‚n‚l‚o‚k‚d‚w(|‚PC‚O) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É ‚c‚d‚f‚q‚d‚d‚r(‚h‚l‚`‚q‚f‚t‚l‚d‚m‚s(‚b‚P‚Q)) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍD13:D20‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚É ‚h‚l‚q‚d‚`‚k(‚b‚P‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍE13:E20‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹F12‚É ‚h‚l‚`‚f‚h‚m‚`‚q‚x(‚b‚P‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹F12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍF13:F20‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@ƒŠÖ”‚ɂ‚˘‚ā„
@@@@@@@‚h‚l‚`‚q‚f‚t‚l‚d‚m‚sŠÖ” ĽĽĽ IMARGUMENT(•Ą‘f”‚P)
@@@@@@@@@@•Ą‘f”‚P ‚̕Ίp‚đƒ‰ƒWƒAƒ“’PˆĘ‚Ĺ•Ô‚ˇB

@@@@@@@‚h‚l‚q‚d‚`‚kŠÖ” ĽĽĽ IMREAL(•Ą‘f”‚P)
@@@@@@@@@@•Ą‘f”‚P‚ĚŽŔ”•”•Ş‚đ•Ô‚ˇB

@@@@@@@‚h‚l‚`‚f‚h‚m‚`‚q‚xŠÖ” ĽĽĽ IMAGINARY(•Ą‘f”‚P)
@@@@@@@@@@•Ą‘f”‚P‚Ě‹•”•”•Ş‚đ•Ô‚ˇB

@y1006z ‚đl‚Ś‚éB
@@@@@@@@@@ƒhEƒ‚ƒAƒuƒ‹‚Ě’č—
@@@@@@@@@@@@
@@@@@@@@@@@@i‚h‚l‚o‚n‚v‚d‚qŠÖ”j
@ƒŽč‡„

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

@@@ƒŽQl„
@@@@@y401z‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@‚đŽQĆ‚ľ‚Ä‚­‚ž‚ł‚˘B

B—ń C—ń D—ń E—ń
9s z= 1+1.73205ĽĽĽi ‹ó”’ ‹ó”’
10s ‹ó”’ ‹ó”’ ‹ó”’ ‹ó”’
11s n (1+SQRT(3)i)^n •ÎŠp â‘Î’l
12s 1 1+1.73205ĽĽĽi 60 2
13s 2 -2.00000ĽĽĽ+3.46410ĽĽĽi 120 4
14s 3 -8.00000ĽĽĽ-2.03361ĽĽĽi -180 8
15s 4 -8-13.85640ĽĽĽi -120 16
16s 5 16.00000ĽĽĽ-27.71281ĽĽĽi -60 32
17s 6 64.00000ĽĽĽ+3.25378ĽĽĽi 2.91294E-13 64
18s 7 64+110.85125ĽĽĽi 60 128
19s 8 -128.00000ĽĽĽ+221.70250ĽĽĽi 120 256
20s 9 -512.00000ĽĽĽ-3.449796ĽĽĽi -180 512
21s 10 -512-886.810013ĽĽĽi -120 1024
22s 11 1024.00000ĽĽĽ-1773.62002ĽĽĽi -60 2048
23s 12 4096.00000ĽĽĽ+4.164846ĽĽĽi 5.82588E-13 4096

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB9:B23‚ɏă‚Ě•\‚̂悤‚É“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C9‚É ‚b‚n‚l‚o‚k‚d‚w(‚PC‚r‚p‚q‚s(‚R)) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C11‚É ă‚Ě•\‚̂悤‚É“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚h‚l‚o‚n‚v‚d‚q(‚b‚XC‚a‚P‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍC13:C23‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚É ‚c‚d‚f‚q‚d‚d‚r(‚h‚l‚`‚q‚f‚t‚l‚d‚m‚s(‚b‚P‚Q))‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍD13:D23‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚É ‚h‚l‚`‚a‚r(‚b‚P‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹E12‚đ‰EƒNƒŠƒbƒN‚ľ‚ăRƒs[‚đ‘I‘đ‚ˇ‚éB
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍE13:E23‚đƒhƒ‰ƒbƒN‚ľA‰EƒNƒŠƒbƒN‚ľ‚Ä“\‚č•t‚Ż‚đ‘I‘đ‚ˇ‚éB

@@@ƒŠÖ”‚ɂ‚˘‚ā„
@@@@@@@‚h‚l‚o‚n‚v‚d‚qŠÖ” ĽĽĽ IMPOWER(•Ą‘f”‚PC‚Ž)
@@@@@@@@@@

@y1007z@
@@@@@@@‚ť‚ę‚ź‚ęA‚`‚a‚b‚Ć‚ˇ‚é‚Ć‚ŤAÚ‚`‚b‚a‚Ě‘ĺ‚Ť‚ł‚đ‹‚ß‚éB
@ƒŽč‡„
@@@@@@@@@@“_‚`(ƒż)A‚a(ƒŔ)A‚b(ƒÁ)‚ɑ΂ľ‚āA
@@@@@@@@@@

@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń D—ń
11s A(ƒż) 2.73205ĽĽĽ-0.26794ĽĽĽi ‹ó”’
12s B(ƒŔ) -i ‹ó”’
13s C(ƒÁ) 1-2i ‹ó”’
14s ‹ó”’ ‹ó”’ ‹ó”’
15s ƒż|ƒŔ 1.73205ĽĽĽ+1.73205ĽĽĽi ‹ó”’
16s ƒŔ|ƒÁ -1+i ‹ó”’
17s ‹ó”’ ‹ó”’ ‹ó”’
18s Ú‚`‚b‚a arg(ƒŔ|ƒÁ)/(ƒż|ƒÁ) 90

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB11:B18‚ɏă‚Ě•\‚̂悤‚É“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C11‚É ‚b‚n‚l‚o‚k‚d‚w(‚P{‚r‚p‚q‚s(‚R)C|‚Q{‚r‚p‚q‚s(‚R)) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚b‚n‚l‚o‚k‚d‚w(‚OC|‚P) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C13‚É ‚b‚n‚l‚o‚k‚d‚w(‚PC|‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C15‚É ‚h‚l‚r‚t‚a(‚b‚P‚PC‚b‚P‚R) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C16‚É ‚h‚l‚r‚t‚a(‚b‚P‚QC‚b‚P‚R) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C18‚ɏă‚Ě•\‚̂悤‚É“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D18‚É
@@@@@@ @@‚c‚d‚f‚q‚d‚d‚r(‚h‚l‚`‚q‚f‚t‚l‚d‚m‚s(‚h‚l‚c‚h‚u(‚b‚P‚UC‚b‚P‚T)))
@@@@@@@‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB

@@@ƒlŽ@„
@@@@@@@
@@@@@@@ƒŔ|ƒÁ|‚‰|(‚P|‚Q‚‰)|‚P{‚‰
@@@@@@@




@–ÚŽŸ‚ց@
@y1101z@
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń
11s ă‚T‚̐Ž”•”•Ş‚ 2
12s ă‚T‚̏Ź”•”•Ş‚‚ 0.23606ĽĽĽ
13s ‹ó”’ ‹ó”’
14s ‚^2|‚‚^2 3.94427ĽĽĽ
15s ‹ó”’ ‹ó”’
16s ‚Să‚T|‚T 3.94427ĽĽĽ

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB11:B16‚ɏă‚Ě•\‚̂悤‚É“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C11‚É ‚s‚q‚t‚m‚b(‚r‚p‚q‚s(‚T)) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚r‚p‚q‚s(‚T)|‚b‚P‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C14‚É ‚o‚n‚v‚d‚q(‚b‚P‚PC‚Q)|‚o‚n‚v‚d‚q(‚b‚P‚QC‚Q) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C16‚É ‚S–‚r‚p‚q‚s(‚T)|‚T ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB

@@@ƒŠÖ”‚ɂ‚˘‚ā„
@@@@@@@‚o‚n‚v‚d‚qŠÖ” ĽĽĽ POWER(ŽŔ”’l‚PC‚Ž)
@@@@@@@@@@

@@@@@@@‚s‚q‚t‚m‚bŠÖ” ĽĽĽ TRUNC(ŽŔ”’l‚P)
@@@@@@@@@@ŽŔ”’l‚P‚̏Ź”•”•Ş‚đŘ‚čŽĚ‚Ä‚Ä•Ô‚ˇB

@@@ƒlŽ@„
@@@@@@@
@@@@@@@
@@@@@@@
@@@@@@Šm”F‚ľ‚Č‚ł‚˘B

@
@y1102z@
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

B—ń C—ń
11s ă23‚̐Ž”•”•Ş 4
12s ă23‚̏Ź”•”•Ş ‚ 0.79583ĽĽĽ
13s ‹ó”’ ‹ó”’
14s ‚^2{‚W‚ 7

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB11:B14‚ɏă‚Ě•\‚̂悤‚É“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C11‚É ‚s‚q‚t‚m‚b(‚r‚p‚q‚s(‚Q‚R)) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C12‚É ‚r‚p‚q‚s(‚Q‚R)|‚b‚P‚P ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C14‚É ‚o‚n‚v‚d‚q(‚b‚P‚QC‚Q){‚W–‚b‚P‚Q ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB

@@@ƒŠÖ”‚ɂ‚˘‚ā„
@@@@@@@‚o‚n‚v‚d‚qŠÖ” ĽĽĽ POWER(ŽŔ”’l‚PC‚Ž)
@@@@@@@@@@

@@@@@@@‚s‚q‚t‚m‚bŠÖ” ĽĽĽ TRUNC(ŽŔ”’l‚P)
@@@@@@@@@@ŽŔ”’l‚P‚̏Ź”•”•Ş‚đŘ‚čŽĚ‚Ä‚Ä•Ô‚ˇB

@@@ƒlŽ@„
@@@@@@@
@@@@@@@
@@@@@@@ƒ[ƒNƒV[ƒg‚Ě ‚^2{‚W‚ ‚Ě’l‚Ćˆę’v‚ľ‚Ä‚˘‚é‚ą‚Ć‚đŠm”F‚ľ‚Č‚ł‚˘B

@



@–ÚŽŸ‚ց@
@y1201z@new@Úü‚ɂ‚˘‚āA
@ @@@@@@@@ ‚” ‚ށ|‚QD‚WˆČăA‚QD‚PˆČ‰ş‚Ě”ÍˆÍ‚đ“Ž‚­‚Ć‚Ť‚̐ڐü‚Ě—lŽq‚đŠĎŽ@‚ˇ‚éB
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

_ A—ń B—ń C—ń E—ń F—ń G—ń H—ń
1s x y=x^3+x^2-2x y=(3t^2+2t-2)x-2t^3-t^2 _ _ _ _
2s -3 -12 -32.249 Ú“_i _ _ j
3s -2.9 -10.179 -31.474 _ _ _ _
4s -2.8 -8.512 -30.699 _ _ _ _
_ _ _ _ _ _ _ _
60s 2.8 24.192 12.699 _ _ _ _
61s 2.9 26.999 13.474 _ _ _ _
62s 3.0 30 14.249 _ _ _ _
@@@@@‚˝‚ž‚ľAă‚Ě•\‚ĚƒZƒ‹‚Ě _ ‚Í‹ó”’‚đ•\‚ˇB

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍA2:A62‚ɏă‚Ě•\‚̂悤‚É0.1‚Ť‚´‚Ý‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B2‚É A2^3+A2^2-2*A2 ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B2‚đ ƒZƒ‹‚Ě”ÍˆÍB3:B62‚ɃRƒs[‚ˇ‚éB
@@@@@@@ƒZƒ‹C2‚É (3*$F$2^2+2*$F$2-2)*A2-2*$F$2^3-$F$2^2 ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C2‚đ ƒZƒ‹‚Ě”ÍˆÍC3:C62‚ɃRƒs[‚ˇ‚éB
@@@@@@@ƒZƒ‹G2‚É F2^3+F2^2-2*F2 ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍA1:C62‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨mŽU•z}i•˝ŠŠüjn‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B –}—á‚đíœ‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̖ڐˇ‚č‚đ|‚RˆČă‚RˆČ‰ş‚ŁA–ڐˇŠÔŠu‚đ ‚P‚É‚ˇ‚éB
@@@@@@‡A ‚™Ž˛‚̖ڐˇ‚č‚đ|‚P‚OˆČă‚P‚OˆČ‰ş‚ŁA–ڐˇŠÔŠu‚đ ‚P‚É‚ˇ‚éB
@@@@@@‡B ‚˜Ž˛A‚™Ž˛‚Ć‚ŕ‚ɁA–ڐˇü‚ĚƒXƒ^ƒCƒ‹‚đ“_ü‚É‚ˇ‚éB

@@@@@

@@@ƒƒ}ƒNƒ‚ɂ‚˘‚ā„
@@@@@@@
@@@@@Sub Sessen()

@@@@@@@@Dim t As Single @@@@@ @'’P¸“x•‚“ŽŹ”“_Œ^‚Ć‚ľ‚Đ錞‚ˇ‚é

@@@@@@@@DoEvents @@@@@@@@@@ 'ForNextŒJ‚č•Ô‚ľ‚Š‚ç‹­§“I‚É”˛‚Żo‚š‚é‚悤‚É‚ˇ‚é

@@@@@@@@For t = -2.8 To 2.1 Step 0.01
@@@@@@@@@@@Cells(2, "F") = t @@@'2sF—ń‚Ét‚Ě’l‚đ‘ă“ü‚ˇ‚é
@@@@@@@@@@@Calculate @@@@@@@ 'ÄŒvŽZ‚ˇ‚é
@@@@@@@@Next

@@@@@End Sub


@@@ƒlŽ@„
@@@@@@@ƒ}ƒNƒ‚đŽŔs‚ł‚š‚āAÚü‚Ě“Ž‚Ť‚đŠĎŽ@‚ľ‚Ă݂悤B
@@@@@@@Ú“_‚Ě‚˜Ŕ•W‚ށ|‚QD‚W‚Š‚ç‚QD‚P‚܂ŕωť‚ˇ‚é‚Ć‚Ť‚̐ڐü‚Ě—lŽq‚ŞŠĎŽ@‚Ĺ‚Ť‚Ü‚ˇB
@
@y1202z@new@‚˜Ž˛•űŒü‚Ɂ{‚‚ž‚ŻA
@@@@@@@@@@‚™Ž˛•űŒü‚Ɂ{‚‘‚ž‚ŻA•˝sˆÚ“Ž‚ľ‚˝‚ŕ‚Ě‚Ĺ‚ ‚é‚ą‚Ć‚đŠĎŽ@‚ˇ‚éB
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

_ B—ń C—ń D—ń F—ń G—ń H—ń I—ń J—ń
2s x y=ax^2 y=a(x-p)^2+q a= -1 _ _ _
3s -3 -9 -8 p= 0 _ _ _
4s -2.9 -8.41 -7.21 q= 0 _ _ _
5s -2.8 -7.84 -6.44 _ _ _ x y
6s -2.7 -7.29 -5.69 _ _ Œ´“_ 0 0
7s -2.6 -6.76 -4.96 _ _ ‚ü‚Ě‘Ť 1 0
8s -2.5 -6.25 -4.25 _ _ ’¸“_ 1 8
_ _ _ _ _ _ _ _ _
61s 2.8 -7.84 4.76 _ _ _ _ _
62s 2.9 -8.41 4.39 _ _ _ _ _
63s 3.0 -9 4 _ _ _ _ _
@@@@@@‚˝‚ž‚ľAă‚Ě•\‚ĚƒZƒ‹‚Ě _ ‚Í‹ó”’‚đ•\‚ˇB

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍB3:B63‚ɏă‚Ě•\‚̂悤‚É0.1‚Ť‚´‚Ý‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C3‚É $G$2*(B3-$G$3)^2+$G$4 ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C3‚đ ƒZƒ‹‚Ě”ÍˆÍC4:C63‚ɃRƒs[‚ˇ‚éB
@@@@@@@ƒZƒ‹D3‚É $G$2*(B3-$I$8)^2+$J$8 ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D3‚đ ƒZƒ‹‚Ě”ÍˆÍD4:D63‚ɃRƒs[‚ˇ‚éB
@@@@@@@ƒZƒ‹I7‚É I8 ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍB2:D63‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨mŽU•z}i•˝ŠŠüjn‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B –}—á‚đíœ‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̖ڐˇ‚č‚đ|‚RˆČă‚RˆČ‰ş‚ŁA–ڐˇŠÔŠu‚đ ‚P‚É‚ˇ‚éB
@@@@@@‡A ‚™Ž˛‚̖ڐˇ‚č‚đ|‚P‚OˆČă‚P‚OˆČ‰ş‚ŁA–ڐˇŠÔŠu‚đ ‚P‚É‚ˇ‚éB
@@@@@@‡B ‚˜Ž˛A‚™Ž˛‚Ć‚ŕ‚ɁA–ڐˇü‚ĚƒXƒ^ƒCƒ‹‚đ“_ü‚É‚ˇ‚éB

@@@@@

@@@ƒƒ}ƒNƒ‚ɂ‚˘‚ā„
@@@@@@@
@@@Option Explicit@@@@@'•Ď”‚ĚéŒž‚đ‹­§‚ˇ‚é

@@@Sub apq()

@@@@@@@Dim a, p, q As Single@@@@@'’P¸“x•‚“ŽŹ”“_Œ^‚ĹéŒž‚ˇ‚é
@@@@@@@Dim sp, sq As Single@@@@@'’P¸“x•‚“ŽŹ”“_Œ^‚ĹéŒž‚ˇ‚é

@@@@@@@sp = Cells(8, "I")@@@@@'8sI—ń‚Ě’l‚đsp‚É‘ă“ü‚ˇ‚é
@@@@@@@sq = Cells(8, "J")@@@@@'8sJ—ń‚Ě’l‚đsq‚É‘ă“ü‚ˇ‚é

@@@@@@@Cells(3, "G") = 0@@@@@'3sG—ń‚É0‚đ‘‚Ťo‚ˇ
@@@@@@@Cells(4, "G") = 0@@@@@'4sG—ń‚É0‚đ‘‚Ťo‚ˇ

@@@@@@@DoEvents@@@@@'ForNext•ś‚Š‚ç‹­§“I‚É”˛‚Żo‚š‚é‚悤‚É‚ˇ‚é

@@@@@@@If sp > 0 And sq > 0 Then@@@@@'‚ŕ‚ľA’¸“_‚Ş‘ć‚PŰŒŔ‚É‚ ‚é‚Č‚ç‚Î

@@@@@@@@@@Cells(3, "G") = 0@@@@@'3sG—ń‚É0‚đ‘‚Ťo‚ˇ
@@@@@@@@@@Cells(4, "G") = 0@@@@@'4sG—ń‚É0‚đ‘‚Ťo‚ˇ

@@@@@@@@@@For p = 0 To sp Step 0.05
@@@@@@@@@@@@@Cells(3, "G") = p@@@@@'3sG—ń‚Ép‚Ě’l‚đ‘‚Ťo‚ˇ
@@@@@@@@@@@@@Calculate@@@@@'ÄŒvŽZ‚ˇ‚é
@@@@@@@@@@Next@p

@@@@@@@@@@For q = 0 To sq Step 0.05
@@@@@@@@@@@@@Cells(4, "G") = q@@@@@'4sG—ń‚Éq‚Ě’l‚đ‘‚Ťo‚ˇ
@@@@@@@@@@@@@Calculate@@@@@'ÄŒvŽZ‚ˇ‚é
@@@@@@@@@@Next@q

@@@@@@@End If

@@@@@@@If sp > 0 And sq < 0 Then@@@@@'‚ŕ‚ľA’¸“_‚Ş‘ć4ŰŒŔ‚É‚ ‚é‚Č‚ç‚Î

@@@@@@@@@@Cells(3, "G") = 0@@@@@'3sG—ń‚É0‚đ‘‚Ťo‚ˇ
@@@@@@@@@@Cells(4, "G") = 0@@@@@'4sG—ń‚É0‚đ‘‚Ťo‚ˇ

@@@@@@@@@@For p = 0 To sp Step 0.05
@@@@@@@@@@@@@Cells(3, "G") = p@@@@@'3sG—ń‚Ép‚Ě’l‚đ‘‚Ťo‚ˇ
@@@@@@@@@@@@@Calculate@@@@@'ÄŒvŽZ‚ˇ‚é
@@@@@@@@@@Next p

@@@@@@@@@@For q = 0 To sq Step -0.05
@@@@@@@@@@@@@Cells(4, "G") = q@@@@@'4sG—ń‚Éq‚Ě’l‚đ‘‚Ťo‚ˇ
@@@@@@@@@@@@@Calculate@@@@@'ÄŒvŽZ‚ˇ‚é
@@@@@@@@@@Next q

@@@@@@@End If

@@@@@@@If sp < 0 And sq > 0 Then@@@@@'‚ŕ‚ľA’¸“_‚Ş‘ć2ŰŒŔ‚É‚ ‚é‚Č‚ç‚Î

@@@@@@@@@@Cells(3, "G") = 0@@@@@'3sG—ń‚É0‚đ‘‚Ťo‚ˇ
@@@@@@@@@@Cells(4, "G") = 0@@@@@'4sG—ń‚É0‚đ‘‚Ťo‚ˇ

@@@@@@@@@@For p = 0 To sp Step -0.05
@@@@@@@@@@@@@Cells(3, "G") = p@@@@@'3sG—ń‚Ép‚Ě’l‚đ‘‚Ťo‚ˇ
@@@@@@@@@@@@@Calculate@@@@@'ÄŒvŽZ‚ˇ‚é
@@@@@@@@@@Next p

@@@@@@@@@@For q = 0 To sq Step 0.05
@@@@@@@@@@@@@Cells(4, "G") = q@@@@@'4sG—ń‚Éq‚Ě’l‚đ‘‚Ťo‚ˇ
@@@@@@@@@@@@@Calculate@@@@@'ÄŒvŽZ‚ˇ‚é
@@@@@@@@@@Next q

@@@@@@@End If

@@@@@@@If sp < 0 And sq < 0 Then@@@@@'‚ŕ‚ľA’¸“_‚Ş‘ć3ŰŒŔ‚É‚ ‚é‚Č‚ç‚Î

@@@@@@@@@@Cells(3, "G") = 0@@@@@'3sG—ń‚É0‚đ‘‚Ťo‚ˇ
@@@@@@@@@@Cells(4, "G") = 0@@@@@'4sG—ń‚É0‚đ‘‚Ťo‚ˇ

@@@@@@@@@@For p = 0 To sp Step -0.05
@@@@@@@@@@@@@Cells(3, "G") = p@@@@@'3sG—ń‚Ép‚Ě’l‚đ‘‚Ťo‚ˇ
@@@@@@@@@@@@@Calculate@@@@@'ÄŒvŽZ‚ˇ‚é
@@@@@@@@@@Next p

@@@@@@@@@@For q = 0 To sq Step -0.05
@@@@@@@@@@@@@Cells(4, "G") = q@@@@@'4sG—ń‚Éq‚Ě’l‚đ‘‚Ťo‚ˇ
@@@@@@@@@@@@@Calculate@@@@@'ÄŒvŽZ‚ˇ‚é
@@@@@@@@@@Next q

@@@@@@@End If

@@@End Sub


@@@ƒlŽ@„
@@@@@@@ƒ}ƒNƒ‚đŽŔs‚ł‚š‚āA‚˜Ž˛•űŒü
@@@@@@‚Ɂ{‚‚ž‚ŻA‚™Ž˛•űŒü‚Ɂ{‚‘‚ž‚ŻA•˝sˆÚ“Ž‚ľ‚˝‚ŕ‚Ě‚Ĺ‚ ‚é‚ą‚Ć‚đŠĎŽ@‚ľ‚Ă݂悤B
@



@–ÚŽŸ‚ց@
@y1301z new@ƒ}ƒNƒ‚đ—p‚˘‚āA‚Q‚OˆČ‰ş‚Ě‘f”‚đ‹‚ß‚éB@@@@@@@@@@@

@@@ƒ‘f”‚ɂ‚˘‚ā„

@@@@@@@‘f”‚Ƃ́A‚P‚ĆŽŠ•ŞŽŠgˆČŠO‚ɐł‚Ě–ń”‚đŽ‚˝‚Č‚˘‚QˆČă‚ĚŽŠ‘R”‚Ě‚ą‚Ć‚Ĺ‚ˇB
@@@@@@@ŽŸ‚Ěƒ}ƒNƒ‚ł́A‚QˆČăAŽŠ•ŞŽŠg‚ć‚č‚PŹ‚ł‚˘”‚܂ŁAˆę‚ˆę‚Š„‚čŽZ‚đ‚ľ‚ÄŠ„‚čŘ‚ę‚é‚Š
@@@@@@’˛‚ׂ邹‚Ć‚É‚ć‚Á‚Ä‘f”‚Ĺ‚ ‚é‚Š”Ű‚Š‚𔝒f‚ľ‚Ä‚˘‚Ü‚ˇBˆę‚Â‚Ĺ‚ŕŠ„‚čŘ‚ę‚˝‚Č‚ç‚Αf”‚Ĺ‚Í
@@@@@@‚Č‚˘‚ą‚Ć‚É‚Č‚č‚Ü‚ˇB

@@@ƒƒ}ƒNƒ‚ɂ‚˘‚ā„
@@@@@@@
@@@Sub Sosu2()

@@@@@@For n = 2 To 20
@@@@@@@@@d = 0 @@@@@'d‚đ‰Šú‰ť‚ˇ‚é
@@@@@@@@@For k = 2 To n - 1
@@@@@@@@@@@@If n Mod k = 0 Then @@@@@'k‚Şn‚Ě–ń”‚Č‚ç‚Î
@@@@@@@@@@@@@@@d = d + 1@@@@@ 'd‚É‚P‚đ‰Á‚Ś‚é
@@@@@@@@@@@@End If
@@@@@@@@@Next k

@@@@@@@@@If d = 0 Then @@@@@'d=0‚Č‚ç‚Î
@@@@@@@@@@@@MsgBox (n & "‚Í‘f”‚Ĺ‚ˇI") @@@@@'n‚Í‘f”‚Ć‚˘‚¤ƒƒbƒZ[ƒW‚đ•\ŽŚ‚ˇ‚é
@@@@@@@@@End If
@@@@@@Next n

@@@@@@MsgBox ((n - 1) & " ˆČ‰ş‚Ě‘f”‚Ě’Tő‚đI—š‚ľ‚Ü‚ľ‚˝B") @'uI—šv‚ĚƒƒbƒZ[ƒW‚đ•\ŽŚ‚ˇ‚é

@@@End Sub


@@@ƒlŽ@„
@@@@@@@ƒ}ƒNƒ‚đŽŔs‚ł‚š‚āA‚Q‚OˆČ‰ş‚Ě‘f”‚đ‹‚ß‚Ä‚Ý‚ć‚¤B
@@@@@@@ŽŸ‚ɁAƒ}ƒNƒ‚đ‘‚ŤŠˇ‚Ś‚āA‚R‚OˆČ‰ş‚Ě‘f”‚đ‹‚ß‚Ä‚Ý‚ć‚¤B
@
@y1302z@new@‘“–‚˝‚č‚Ĺ‚Í‚Č‚˘•ű–@‚ŁAŠŽ‘S”‚đ‹‚ß‚éB@
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

_ A—ń B—ń C—ń D—ń E—ń
1s n 2^n-1 ‘f”‚ŠH (2^n-1)Ľ2^(n-1) ŠŽ‘S”‚ŠH
2s _ _ _ _ _
3s _ _ _ _ _
_ _ _ _ _ _
29s _ _ _ _ _
30s _ _ _ _ _
31s _ _ _ _ _
@@@@@@ ‚˝‚ž‚ľAă‚Ě•\‚ĚƒZƒ‹‚Ě _ ‚Í‹ó”’‚đ•\‚ˇB

@@@@@@@Ś ŽŸ‚ĚŽč‡‚ɏ]‚Á‚āAD—ń‚đ uĽĽĽĽĽE-12v‚Ć‚˘‚¤•\ŽŚ‚Ĺ‚Í‚Č‚˘‚悤‚É‚ľ‚Ä‚¨‚­B
@@@@@@@@@D—ń‚đ‘I‘𠁨 ‰EƒNƒŠƒbƒN ¨ ƒZƒ‹‚̏‘ŽŽÝ’č ¨ •\ŽŚŒ`ŽŽ ¨ ”’l ¨ ‚n‚j


@@@ƒŠŽ‘S”‚ɂ‚˘‚ā„

@@@@@@@ŠŽ‘S”‚Ƃ́AŽŠ•ŞŽŠg‚đœ‚˘‚˝ł‚Ě–ń”‚Ě˜a‚ŞŽŠ•ŞŽŠg‚Ć“™‚ľ‚­‚Ȃ鎊‘R”‚Ě‚ą‚Ć‚Ĺ‚ˇB
@@@@@@@—á‚Ś‚΁A‚U‚Ě–ń”‚́AŽŠ•ŞŽŠg‚đœ‚­‚ƁA‚P‚Ć‚Q‚Ć‚R‚Ĺ‚ ‚čA‚P{‚Q{‚R‚U ‚É‚Č‚é‚̂ŁA‚U‚Í
@@@@@ ŠŽ‘S”‚Ĺ‚ˇB

@@@@@@‚Ž‚Ş‚QˆČă‚ĚŽŠ‘R”‚ŁA@‚P ‚Ş‘f”‚Ě‚Ć‚ŤA ‚́AŠŽ‘S”‚É‚Č‚č‚Ü‚ˇB
@@@@@i“™”䐔—ń‚Ě˜a‚ĚŒöŽŽ‚đ—p‚˘‚ÄŠČ’P‚ÉŘ–ž‚ˇ‚é‚ą‚Ć‚Ş‚Ĺ‚Ť‚Ü‚ˇBj

@@@@@@‚ť‚ę‚Ĺ‚Í‘S‚Ä‚ĚŠŽ‘S”‚́A@‚Ş‘f”‚Ě‚Ć‚ŤA@‚Ć•\‚ł‚ę‚é‚Ě‚Ĺ‚ľ‚傤‚ŠB
@@@@@@‹ô”‚Ě‘S‚Ä‚ĚŠŽ‘S”‚́A‚Ş‘f”‚Ě‚Ć‚ŤA@‚Ć•\‚ł‚ę‚é‚ą‚Ć‚ŞŘ–ž‚ł‚ę‚Ä
@@@@@‚˘‚Ü‚ˇB
@@@@@@‚ľ‚Š‚ľAŠď”‚ĚŠŽ‘S”‚Í–˘‚ž”­ŒŠ‚ł‚ę‚Ä‚˘‚Ü‚š‚ńBŠď”‚ĚŠŽ‘S”‚Ş‘śÝ‚ľ‚Č‚˘‚ą‚Ć‚ÍŘ–ž‚ł‚ę‚Ä
@@@@@‚˘‚Č‚˘‚Ě‚Ĺ‚ˇB

@@@@@@ˆČ‰ş‚Ěƒ}ƒNƒ‚ł́Aw ‚Ž‚Ş‚QˆČă‚ĚŽŠ‘R”‚ŁA@‚P ‚Ş‘f”‚Ě‚Ć‚ŤA@‚́A
@@@@ ŠŽ‘S”‚É‚Č‚é x‚ą‚Ć‚đ—˜—p‚ľ‚āAŠŽ‘S”‚đ‹‚ß‚Ä‚˘‚Ü‚ˇB


@@@ƒƒ}ƒNƒ‚ɂ‚˘‚ā„

@@@Sub Kanzensusp()

@@@@@@Dim n As Long @@@@@'’ˇŽ”Œ^‚ĹéŒž‚ˇ‚é
@@@@@@Dim k As Long @@@@@'’ˇŽ”Œ^‚ĹéŒž‚ˇ‚é
@@@@@@Dim d As Long @@@@@'’ˇŽ”Œ^‚ĹéŒž‚ˇ‚é

@@@@@@'Cells.Clear
@@@@@@DoEvents @@@@@'Forƒ‹[ƒv‚Ě“r’†‚Ĺ‚ŕ’âŽ~‚Ĺ‚Ť‚é‚悤‚É‚ˇ‚é

@@@@@@For n = 2 To 31

@@@@@@@@@Cells(n, "A") = n @@@'ns‚`—ń‚Én‚Ě’l‚đ‘ă“ü‚ˇ‚é
@@@@@@@@@Cells(n, "B") = 2 ^ n - 1@@@ 'nsB—ń‚É2 ^ n - 1‚Ě’l‚đ‘ă“ü‚ˇ‚é
@@@@@@@@@d = 0@@@@@ 'd‚đ‰Šú‰ť‚ˇ‚é

@@@@@@@@@For k = 2 To 2 ^ n - 1 - 1
@@@@@@@@@@@@If (2 ^ n - 1) Mod k = 0 Then @@@'‚ŕ‚ľAk‚Ş 2 ^ n - 1 ‚Ě–ń”‚Č‚ç‚΁A
@@@@@@@@@@@@@@@d = d + 1@@@ 'd‚É‚P‚đ‰Á‚Ś‚é
@@@@@@@@@@@@End If
@@@@@@@@@Next k

@@@@@@@@@If d = 0 Then @@@@@'‚ŕ‚ľAd=0 ‚Č‚ç‚Î
@@@@@@@@@@@@Cells(n, "C") = "‘f”" @@@'nsC—ń‚É"‘f”"‚đ‘ă“ü‚ˇ‚é
@@@@@@@@@End If

@@@@@@@@@Cells(n, "D") = (2 ^ (n - 1)) * (2 ^ n - 1) 'nsD—ń‚É(2 ^ (n - 1)) * (2 ^ n - 1) ‚Ě’l‚đ‘ă“ü
@@@@@@@@@If Cells(n, "C") = "‘f”" Then @@@@@'‚ŕ‚ľAnsC—ń‚Ş"‘f”"‚Č‚ç‚΁A
@@@@@@@@@@@@Cells(n, "E") = "ŠŽ‘S”" @@@@@'nsE—ń‚É"ŠŽ‘S”"‚đ‘ă“ü‚ˇ‚é
@@@@@@@@@End If

@@@@@@Next n

@@@@@@MsgBox ("ŠŽ‘S”‚Ě’Tő‚đI—š‚ľ‚Ü‚ľ‚˝...") 'uI—šv‚ĚƒƒbƒZ[ƒW‚đ•\ŽŚ‚ˇ‚é

@@@End Sub


@@@ƒlŽ@„
@@@@@@@ƒ}ƒNƒ‚đŽŔs‚ł‚š‚āAŠŽ‘S”‚đ‹‚ß‚Ä‚Ý‚ć‚¤B
@@@@@@‚WŒÂ–Ú‚ĚŠŽ‘S”‚Ş‹‚Ü‚é‚Ü‚Ĺ‘˝­ŽžŠÔ‚Ş‚Š‚Š‚č‚Ü‚ˇB
@



@–ÚŽŸ‚ց@
@y1401z@new@‹É•ű’öŽŽ ‚’‚“‚‰‚Ž‚ƒĆ‚Ě•\‚ˇ}Œ`ił—t‹Čüj‚đ•`‚­B
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

_ A—ń B—ń C—ń D—ń E—ń F—ń
1s t(“x) r=sinaƒĆ x=rcosƒĆ y=rsinƒĆ _ _
2s 0 0 0 0 a= 2
3s 1 0.172 0.172 0.003 _ _
4s 2 0.340 0.340 0.011 _ _
5s 3 0.497 0.497 0.026 _ _
_ _ _ _ _ _ _
360s 358 -0.614 -0.613 0.021 _ _
361s 359 -0.468 -0.468 0.008 _ _
362s 360 -0.308 -0.308 7.56893E-17 _ _
@@@@@@‚˝‚ž‚ľAă‚Ě•\‚ĚƒZƒ‹‚Ě _ ‚Í‹ó”’‚đ•\‚ˇB

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍA2:A362‚ɏă‚Ě•\‚̂悤‚É‚P‚Ť‚´‚Ý‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B2‚É SIN($F$2*RADIANS(A2)) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B2‚đ ƒZƒ‹‚Ě”ÍˆÍB3:B362‚ɃRƒs[‚ˇ‚éB
@@@@@@ ƒZƒ‹C2‚É B2*COS(RADIANS(A2)) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C2‚đ ƒZƒ‹‚Ě”ÍˆÍC3:C362‚ɃRƒs[‚ˇ‚éB
@@@@@@ ƒZƒ‹D2‚É B2*SIN(RADIANS(A2)) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D2‚đ ƒZƒ‹‚Ě”ÍˆÍD3:D362‚ɃRƒs[‚ˇ‚éB
@@@@@@@ƒZƒ‹E2‚É ua=v‚đ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹F2‚É u2v‚đ ‚đ“ü—Í‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍC2:D362‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨mŽU•z}i•˝ŠŠüjn‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B –}—á‚đíœ‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̖ڐˇ‚č‚đ|‚PˆČă‚PˆČ‰ş‚ŁA–ڐˇŠÔŠu‚đ ‚OD‚P‚É‚ˇ‚éB
@@@@@@‡A ‚™Ž˛‚̖ڐˇ‚č‚đ|‚PˆČă‚PˆČ‰ş‚ŁA–ڐˇŠÔŠu‚đ ‚OD‚P‚É‚ˇ‚éB
@@@@@@‡B ‚˜Ž˛A‚™Ž˛‚Ć‚ŕ‚ɁA–ڐˇü‚ĚƒXƒ^ƒCƒ‹‚đ“_ü‚É‚ˇ‚éB




@@@ƒŠÖ”‚ɂ‚˘‚ā„
@@@@@@@‚q‚`‚c‚h‚`‚m‚rŠÖ” ĽĽĽ ‚q‚`‚c‚h‚`‚m‚r(“x”–@‚ĚŠp“x)
@@@@@@@@@@“x”–@‚ĚŠp“x‚đŒĘ“x–@iƒ‰ƒWƒAƒ“j‚É•ĎŠˇ‚ˇ‚é


@@@ƒƒ}ƒNƒ‚ɂ‚˘‚ā„

@@@@@@@Sub Seiyou()

@@@@@@@@@@Dim a As Single@@@'a‚đ’P¸“x•‚“ŽŹ”“_Œ^‚ĹéŒž‚ˇ‚é

@@@@@@@@@@For a = 0 To 10.05 Step 0.05
@@@@@@@@@@@@@Cells(2, "F") = a@@@'2sF—ń‚É‚‚Ě’l‚đ‘ă“ü‚ˇ‚é
@@@@@@@@@@@@@Calculate@@@'ÄŒvŽZ‚ˇ‚é
@@@@@@@@@@Next a

@@@@@@@End Sub


@@@ƒlŽ@„
@@@@@@@ƒZƒ‹F2i‚‚Ě’lj‚ɁA2A3A4AEEEA10 ‚đ‡ŽŸ‘ă“ü‚ľ‚āA•`‚Š‚ę‚é}Œ`ił—t‹Čüj‚đŠĎŽ@‚ľ
@@@@@ ‚Ă݂悤B
@@@@@@@‚Ü‚˝Aƒ}ƒNƒ‚đŽŔs‚ł‚š‚āA‚‚Ě’l‚Ş‚O‚Š‚ç‚P‚O‚܂ŁA‚OD‚O‚T‚Ť‚´‚݂ŕωť‚ˇ‚é‚Ć‚Ť‚É•`‚Š‚ę‚é
@@@@@}Œ`‚đŠĎŽ@‚ľ‚Ă݂悤B

@
@y1402z@new@‹É•ű’öŽŽ ‚’‚ƒĆ‚Ě•\‚ˇ}Œ`iƒAƒ‹ƒLƒƒfƒX‚̉QŠŞ‚Ťüj‚đ•`‚­B
@ƒŽč‡„
@@@(1) ˆČ‰ş‚̑Ήž•\‚đƒ[ƒNƒV[ƒg‚ɍ쐬‚ˇ‚éB

_ A—ń B—ń C—ń D—ń E—ń F—ń
1s t(“x) r=aƒĆ x=rcosƒĆ y=rsinƒĆ _ _
2s 0 0 0 0 a= 2
3s 1 0.0349 0.0349 0.0006 _ _
4s 2 0.0698 0.0697 0.0024 _ _
5s 3 0.1047 0.1045 0.0054 _ _
_ _ _ _ _ _ _
720s 718 25.0629 25.0476 -0.8746 _ _
721s 719 25.0978 25.0940 -0.4380 _ _
722s 720 25.1327 25.1327 -1.23165E-14 _ _
@@@@@@‚˝‚ž‚ľAă‚Ě•\‚ĚƒZƒ‹‚Ě _ ‚Í‹ó”’‚đ•\‚ˇB

@@@ƒŽQl„
@@@@@să‚Ěƒ[ƒNƒV[ƒg‚Ě“ü—Í•ű–@t
@@@@@@@ƒZƒ‹‚Ě”ÍˆÍA2:A722‚ɏă‚Ě•\‚̂悤‚É‚P‚Ť‚´‚Ý‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B2‚É $F$2*RADIANS(A2) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹B2‚đ ƒZƒ‹‚Ě”ÍˆÍB3:B722‚ɃRƒs[‚ˇ‚éB
@@@@@@ ƒZƒ‹C2‚É B2*COS(RADIANS(A2)) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹C2‚đ ƒZƒ‹‚Ě”ÍˆÍC3:C722‚ɃRƒs[‚ˇ‚éB
@@@@@@ ƒZƒ‹D2‚É B2*SIN(RADIANS(A2)) ‚𔟊p‚Ĺ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹D2‚đ ƒZƒ‹‚Ě”ÍˆÍD3:D722‚ɃRƒs[‚ˇ‚éB
@@@@@@@ƒZƒ‹E2‚É ua=v‚đ“ü—Í‚ˇ‚éB
@@@@@@@ƒZƒ‹F2‚É u2v‚đ ‚đ“ü—Í‚ˇ‚éB

@@@(2) ă‹L(1)‚̑Ήž•\‚Š‚çƒOƒ‰ƒt‚đ•`‚­B
@@@@@@‡@ ă‹L(1)‚̑Ήž•\‚ĚƒZƒ‹‚Ě”ÍˆÍC2:D722‚đƒhƒ‰ƒbƒO‚ľ‚Ä‘I‘đ‚ˇ‚éB
@@@@@@‡A m‘}“ün¨mŽU•z}n¨mŽU•z}i•˝ŠŠüjn‚đś¸ŘŻ¸‚ˇ‚éB
@@@@@@‡B –}—á‚đíœ‚ˇ‚éB

@@@(3) ƒOƒ‰ƒt‚Ě•`‚Š‚ę‚Ä‚˘‚邘‚™Ŕ•W•˝–ʂ𐎂Ś‚éB
@@@@@@‡@ ‚˜Ž˛‚̖ڐˇ‚č‚đ|‚P‚T‚OˆČă‚P‚T‚OˆČ‰ş‚ŁA–ڐˇŠÔŠu‚đ ‚R‚O‚É‚ˇ‚éB
@@@@@@‡A ‚™Ž˛‚̖ڐˇ‚č‚đ|‚P‚T‚OˆČă‚P‚T‚OˆČ‰ş‚ŁA–ڐˇŠÔŠu‚đ ‚R‚O‚É‚ˇ‚éB
@@@@@@‡B ‚˜Ž˛A‚™Ž˛‚Ć‚ŕ‚ɁA–ڐˇü‚ĚƒXƒ^ƒCƒ‹‚đ“_ü‚É‚ˇ‚éB



@@@ƒŠÖ”‚ɂ‚˘‚ā„
@@@@@@@‚q‚`‚c‚h‚`‚m‚rŠÖ” ĽĽĽ ‚q‚`‚c‚h‚`‚m‚r(“x”–@‚ĚŠp“x)
@@@@@@@@@@“x”–@‚ĚŠp“x‚đŒĘ“x–@iƒ‰ƒWƒAƒ“j‚É•ĎŠˇ‚ˇ‚é


@@@ƒƒ}ƒNƒ‚ɂ‚˘‚ā„

@@@@@@@Sub Aruki()

@@@@@@@@@@Dim a As Single@@@'@@@'a‚đ’P¸“x•‚“ŽŹ”“_Œ^‚ĹéŒž‚ˇ‚é

@@@@@@@@@@For a = 0 To 10.05 Step 0.05
@@@@@@@@@@@@@Cells(2, "F") = a@@@''2sF—ń‚É‚‚Ě’l‚đ‘ă“ü‚ˇ‚é
@@@@@@@@@@@@@Calculate@@@'ÄŒvŽZ‚ˇ‚é
@@@@@@@@@@Next a

@@@@@@@End Sub


@@@ƒlŽ@„
@@@@@@@ƒZƒ‹F2i‚‚Ě’lj‚ɁA2A3A4AEEEA10 ‚đ‡ŽŸ‘ă“ü‚ľ‚āA•`‚Š‚ę‚é}Œ`iƒAƒ‹ƒLƒƒfƒX‚̉QŠŞ
@@@@@@‚Ťüj‚đŠĎŽ@‚ľ‚Ă݂悤B
@@@@@@@‚Ü‚˝Aƒ}ƒNƒ‚đŽŔs‚ł‚š‚āA‚‚Ě’l‚Ş‚O‚Š‚ç‚P‚O‚܂ŁA‚OD‚O‚T‚Ť‚´‚݂ŕωť‚ˇ‚é‚Ć‚Ť‚É•`‚Š‚ę‚é
@@@@@}Œ`‚đŠĎŽ@‚ľ‚Ă݂悤B

@


Ś@ă‹L‚ĚƒTƒ“ƒvƒ‹ƒf[ƒ^ƒtƒ@ƒCƒ‹u`D‚˜‚Œ‚“v‚đˆČ‰ş‚Ĺƒ_ƒEƒ“ƒ[ƒh‚Ĺ‚Ť‚Ü‚ˇB



@–ÚŽŸ‚ց@
@‰ş‚́w‚d‚˜‚ƒ‚…‚Œx ‚ĚŽg‚˘•ű‚đl‚Ś‚éƒTƒ“ƒvƒ‹ƒf[ƒ^ ‚đƒ_ƒEƒ“ƒ[ƒh‚ˇ‚é‚ƁA
ˆłk(“€Œ‹)ƒtƒ@ƒCƒ‹usample_excel.lzhv‚ރ_ƒEƒ“ƒ[ƒh‚ł‚ę‚éB
@ƒ_ƒEƒ“ƒ[ƒh‚ł‚ę‚˝ˆłk(“€Œ‹)ƒtƒ@ƒCƒ‹usample_excel.lzhv‚đ‰đ“€‚ˇ‚é‚ƁA
ƒtƒHƒ‹ƒ_ uw‚d‚˜‚ƒ‚…‚Œx ‚ĚŽg‚˘•ű‚đl‚Ś‚éƒTƒ“ƒvƒ‹ƒf[ƒ^v‚ŞěŹ‚ł‚ę‚éB

@‰ş‚́uƒVƒ~ƒ…ƒŒ[ƒVƒ‡ƒ“vu‘f”‚ĆŠŽ‘S”vu‹É•ű’öŽŽv ƒTƒ“ƒvƒ‹ƒf[ƒ^ ‚đƒ_ƒEƒ“ƒ[ƒh‚ˇ‚é‚ƁA
ˆłk(“€Œ‹)ƒtƒ@ƒCƒ‹uExcelSample2.lzhv‚ރ_ƒEƒ“ƒ[ƒh‚ł‚ę‚éB
@ƒ_ƒEƒ“ƒ[ƒh‚ł‚ę‚˝ˆłk(“€Œ‹)ƒtƒ@ƒCƒ‹uExcelSample2.lzhv‚đ‰đ“€‚ˇ‚é‚ƁA
ƒtƒHƒ‹ƒ_ uuƒVƒ~ƒ…ƒŒ[ƒVƒ‡ƒ“vu‘f”‚ĆŠŽ‘S”vu‹É•ű’öŽŽv ƒTƒ“ƒvƒ‹ƒf[ƒ^v‚ŞěŹ‚ł‚ę‚éB

@‚d‚˜‚ƒ‚…‚ŒƒTƒ“ƒvƒ‹ƒf[ƒ^ @w‚d‚˜‚ƒ‚…‚Œx ‚ĚŽg‚˘•ű‚đl‚Ś‚éƒTƒ“ƒvƒ‹ƒf[ƒ^
@‚d‚˜‚ƒ‚…‚ŒƒTƒ“ƒvƒ‹ƒf[ƒ^‚Q@ @uƒVƒ~ƒ…ƒŒ[ƒVƒ‡ƒ“vu‘f”‚ĆŠŽ‘S”vu‹É•ű’öŽŽvƒTƒ“ƒvƒ‹ƒf[ƒ^




@–ÚŽŸ‚ց@
@ƒtƒHƒ‹ƒ_ uw‚d‚˜‚ƒ‚…‚Œx ‚ĚŽg‚˘•ű‚đl‚Ś‚éƒTƒ“ƒvƒ‹ƒf[ƒ^v ‚Ě’†‚ɂ́A‚P‚PŒÂ‚ĚƒtƒHƒ‹ƒ_uy0100z‚QŽŸŠÖ”vAuy0200zŽOŠpŠÖ”vAuy0300zŽw”ŠÖ”vAuy0400z‘ΐ”ŠÖ”vAuy0500z‚˘‚낢‚ë‚ȋȐüvAuy0600z”÷•Ş(‚ť‚Ě‚P)vAuy0700z”÷•Ş(‚ť‚Ě‚Q)vAuy0800zĎ•ŞvAuy0900z”—ńvAuy1000z•Ą‘f”vAuy1100z•˝•űŞ‚̉ž—pv‚Ş‚ ‚éBŠeƒtƒHƒ‹ƒ_‚Ě’†‚Ěƒtƒ@ƒCƒ‹u`D‚˜‚Œ‚“v‚đ ‚d‚˜‚ƒ‚…‚Œ ‚ĹŠJ‚­i“ǂݍž‚ށjB
@ƒtƒHƒ‹ƒ_ uuƒVƒ~ƒ…ƒŒ[ƒVƒ‡ƒ“vu‘f”‚ĆŠŽ‘S”vu‹É•ű’öŽŽvƒTƒ“ƒvƒ‹ƒf[ƒ^v ‚Ě’†‚ɂ́A‚UŒÂ‚Ěƒtƒ@ƒCƒ‹‚Ş‚ ‚éB
@Šeƒtƒ@ƒCƒ‹u`D‚˜‚Œ‚“mv‚đ ‚d‚˜‚ƒ‚…‚Œ ‚ĹŠJ‚­i“ǂݍž‚ށjB


ƒgƒbƒvƒy[ƒW‚Ö–ß‚é



yŽQl•śŒŁz
‚d‚˜‚ƒ‚…‚Œ‚ĹŠw‚Ô‚â‚ł‚ľ‚˘”ŠwiŽOŠpŠÖ”‚Š‚ç”÷Ď•Ş‚܂Łj@űü‹´K‹v^“nç˛”Şˆę@‹¤’˜@@Ohmsha
‚d‚˜‚ƒ‚…‚Œ‚Ĺ—V‚ÔŽčě‚萔ŠwƒVƒ~ƒ…ƒŒ[ƒVƒ‡ƒ“\ƒOƒ‰ƒt‹@”\‚ĆVBAƒvƒƒOƒ‰ƒ€‚đŽŠÝ‚É‘€‚é@@“cŔ °•F@’˜@@ƒuƒ‹[ƒoƒbƒNƒX
@@@

‚ą‚Ěƒz[ƒ€ƒy[ƒW‚ÉŠÖ‚ˇ‚éŒäˆÓŒŠAŒäŠ´‘z‚Í
EmailFwuenaegi@yahoo.co.jp ‚Ö
‚Ç‚¤‚ź‚ć‚ë‚ľ‚­‚¨Šč‚˘‚ľ‚Ü‚ˇB


ƒJƒEƒ“ƒ^[