untitled-3.nb

空间曲线与曲面的绘制 无穷级数与函数逼近 最小二乘法

.10458 .35468 L
.14415 .32468 L
.18221 .29865 L
.22272 .27368 L
.26171 .25206 L
.30316 .2314 L
.34309 .21353 L
.3815 .19803 L
.42237 .18318 L
.46172 .17031 L
.49955 .15912 L
.53984 .14834 L
.57861 .13897 L
.61984 .12996 L
.65954 .12212 L
.69774 .11526 L
.73838 .10863 L
.77751 .10282 L
.81909 .0972 L
.85916 .09226 L
.89771 .08791 L
.93871 .08367 L
.97619 .08011 L
s
.02381 .45968 m
.06244 .41688 L
.10458 .37549 L
.14415 .34108 L
.18221 .3116 L
.22272 .28367 L
.26171 .25977 L
.30316 .23721 L
.34309 .21791 L
.3815 .20134 L
.42237 .1856 L
.46172 .17208 L
.49955 .16042 L
.53984 .14926 L
.57861 .13962 L
.61984 .1304 L
.65954 .12241 L
.69774 .11546 L
.73838 .10876 L
.77751 .1029 L
.81909 .09725 L
.85916 .09229 L
.89771 .08793 L
.93871 .08368 L
.97619 .08011 L
s
.02381 .48731 m
.06244 .43846 L
.10458 .39185 L
.14415 .35359 L
.18221 .32119 L
.22272 .29084 L
.26171 .26514 L
.30316 .24111 L
.34309 .22075 L
.3815 .2034 L
.42237 .18706 L
.46172 .17311 L
.49955 .16114 L
.53984 .14975 L
.57861 .13995 L
.61984 .13062 L
.65954 .12255 L
.69774 .11555 L
.73838 .10881 L
.77751 .10293 L
.81909 .09726 L
.85916 .0923 L
.89771 .08794 L
.93871 .08369 L
.97619 .08012 L
s
.02381 .51009 m
.06244 .45579 L
.10458 .40459 L
.14415 .36304 L
.18221 .32823 L
.22272 .29592 L
.26171 .26882 L
.30316 .24369 L
.34309 .22256 L
.3815 .20468 L
.42237 .18792 L
.46172 .17369 L
.49955 .16154 L
.53984 .15001 L
.57861 .14012 L
.61984 .13072 L
.65954 .12262 L
.69774 .11559 L
.73838 .10883 L
.77751 .10294 L
.81909 .09727 L
.85916 .09231 L
.89771 .08794 L
.93871 .08369 L
.97619 .08012 L
s
.02381 .52874 m
.06244 .46958 L
.10458 .41441 L
.14415 .37012 L
.18221 .33334 L
.22272 .29951 L
.26171 .27134 L
.30316 .2454 L
.34309 .22372 L
.3815 .20546 L
.42237 .18843 L
.46172 .17403 L
.49955 .16175 L
.53984 .15014 L
.57861 .1402 L
.61984 .13077 L
.65954 .12264 L
.69774 .1156 L
.73838 .10884 L
.77751 .10295 L
.81909 .09727 L
.85916 .09231 L
.89771 .08794 L
.93871 .08369 L
.97619 .08012 L
s
.02381 .54389 m
.06244 .48048 L
.10458 .42195 L
.14415 .37539 L
.18221 .33704 L
.22272 .30201 L
.26171 .27304 L
.30316 .24651 L
.34309 .22444 L
.3815 .20594 L
.42237 .18873 L
.46172 .17421 L
.49955 .16187 L
.53984 .15021 L
.57861 .14024 L
.61984 .13079 L
.65954 .12266 L
.69774 .11561 L
.73838 .10884 L
.77751 .10295 L
.81909 .09727 L
.85916 .09231 L
.89771 .08794 L
.93871 .08369 L
.97619 .08012 L
s
.02381 .55612 m
.06244 .48905 L
.10458 .42769 L
.14415 .37929 L
.18221 .3397 L
.22272 .30376 L
.26171 .27418 L
.30316 .24723 L
.34309 .2249 L
.3815 .20623 L
.42237 .18891 L
.46172 .17432 L
.49955 .16193 L
.53984 .15025 L
.57861 .14026 L
.61984 .1308 L
.65954 .12266 L
.69774 .11561 L
.73838 .10885 L
.77751 .10295 L
.81909 .09727 L
.85916 .09231 L
.89771 .08794 L
.93871 .08369 L
.97619 .08012 L
s
.02381 .56596 m
.06244 .49575 L
.10458 .43204 L
.14415 .38216 L
.18221 .34159 L
.22272 .30496 L
.26171 .27495 L
.30316 .2477 L
.34309 .22519 L
.3815 .2064 L
.42237 .18901 L
.46172 .17438 L
.49955 .16197 L
.53984 .15027 L
.57861 .14027 L
.61984 .13081 L
.65954 .12267 L
.69774 .11562 L
.73838 .10885 L
.77751 .10295 L
.81909 .09727 L
.85916 .09231 L
.89771 .08794 L
.93871 .08369 L
.97619 .08012 L
s
.02381 .57382 m
.06244 .50096 L
.10458 .43533 L
.14415 .38426 L
.18221 .34294 L
.22272 .30579 L
.26171 .27546 L
.30316 .248 L
.34309 .22536 L
.3815 .20651 L
.42237 .18907 L
.46172 .17441 L
.49955 .16198 L
.53984 .15028 L
.57861 .14028 L
.61984 .13081 L
.65954 .12267 L
.69774 .11562 L
.73838 .10885 L
.77751 .10295 L
.81909 .09727 L
.85916 .09231 L
.89771 .08794 L
.93871 .08369 L
.97619 .08012 L
s
.02381 .58009 m
.06244 .505 L
.10458 .4378 L
.14415 .38579 L
.18221 .3439 L
.22272 .30636 L
.26171 .2758 L
.30316 .24819 L
.34309 .22547 L
.3815 .20657 L
.42237 .1891 L
.46172 .17443 L
.49955 .16199 L
.53984 .15028 L
.57861 .14028 L
.61984 .13081 L
.65954 .12267 L
.69774 .11562 L
.73838 .10885 L
.77751 .10295 L
.81909 .09727 L
.85916 .09231 L
.89771 .08794 L
.93871 .08369 L
.97619 .08012 L
s
.02381 .58507 m
.06244 .50812 L
.10458 .43965 L
.14415 .38691 L
.18221 .34457 L
.22272 .30675 L
.26171 .27603 L
.30316 .24832 L
.34309 .22554 L
.3815 .20661 L
.42237 .18912 L
.46172 .17444 L
.49955 .162 L
.53984 .15028 L
.57861 .14028 L
.61984 .13081 L
.65954 .12267 L
.69774 .11562 L
.73838 .10885 L
.77751 .10295 L
.81909 .09727 L
.85916 .09231 L
.89771 .08794 L
.93871 .08369 L
.97619 .08012 L
s
.02381 .58901 m
.06244 .51053 L
.10458 .44103 L
.14415 .38772 L
.18221 .34505 L
.22272 .30701 L
.26171 .27618 L
.30316 .2484 L
.34309 .22558 L
.3815 .20663 L
.42237 .18913 L
.46172 .17444 L
.49955 .162 L
.53984 .15029 L
.57861 .14028 L
.61984 .13081 L
.65954 .12267 L
.69774 .11562 L
.73838 .10885 L
.77751 .10295 L
.81909 .09727 L
.85916 .09231 L
.89771 .08794 L
.93871 .08369 L
.97619 .08012 L
s
.02381 .59212 m
.06244 .51238 L
.10458 .44206 L
.14415 .3883 L
.18221 .34538 L
.22272 .30719 L
.26171 .27628 L
.30316 .24845 L
.34309 .22561 L
.3815 .20664 L
.42237 .18914 L
.46172 .17445 L
.49955 .162 L
.53984 .15029 L
.57861 .14028 L
.61984 .13081 L
.65954 .12267 L
.69774 .11562 L
.73838 .10885 L
.77751 .10295 L
.81909 .09727 L
.85916 .09231 L
.89771 .08794 L
.93871 .08369 L
.97619 .08012 L
s
.02381 .59457 m
.06244 .51379 L
.10458 .44283 L
.14415 .38872 L
.18221 .34562 L
.22272 .30732 L
.26171 .27634 L
.30316 .24848 L
.34309 .22562 L
.3815 .20665 L
.42237 .18914 L
.46172 .17445 L
.49955 .162 L
.53984 .15029 L
.57861 .14028 L
.61984 .13081 L
.65954 .12267 L
.69774 .11562 L
.73838 .10885 L
.77751 .10295 L
.81909 .09727 L
.85916 .09231 L
.89771 .08794 L
.93871 .08369 L
.97619 .08012 L
s
0 0 1 r
.02381 .60332 m
.06244 .51829 L
.10458 .44498 L
.14415 .38979 L
.18221 .34615 L
.22272 .30757 L
.26171 .27646 L
.30316 .24853 L
.34309 .22565 L
.3815 .20666 L
.42237 .18914 L
.46172 .17445 L
.49955 .162 L
.53984 .15029 L
.57861 .14028 L
.61984 .13081 L
.65954 .12267 L
.69774 .11562 L
.73838 .10885 L
.77751 .10295 L
.81909 .09727 L
.85916 .09231 L
.89771 .08794 L
.93871 .08369 L
.97619 .08012 L
s
% End of Graphics
MathPictureEnd
\
\>"], "Graphics",
  ImageSize->{288, 177.938},
  ImageMargins->{{43, 0}, {0, 0}},
  ImageRegion->{{0, 1}, {0, 1}},
  ImageCache->GraphicsData["Bitmap", "\<\
CF5dJ6E]HGAYHf4PAg9QL6QYHg<PAVmbKF5d0`40004P0000/B000`400?l00000o`00003oo`3ooolQ
0?ooo`008P3oool0103KT3X000000000000jT=/20?ooo`030?oo]P1V000003Z@00@0oooo00@0fi0j
0000000003X0T=_o8`3oool0103KT3X000000000000jT=/20?ooo`030?oo]P1V000003Z@0080oooo
00H0okIV00000000000000000000IP2foomD0?ooo`040=^@>P000000000003Z@f`80oooo00<0oonf
06H00000>Y000P3oool01P3o]VH00000000000000000001V0;Koob<0oooo00@0fi0j000000000000
>Y3K0P3oool00`3ookH0IP00000jT0040?ooo`040=^@>P000000000j093Kob00oooo000R0?ooo`05
091VT03oool0oooo090jIP2fool02@3oool00`3o]VH0>Y3K0?ooo`0S0?ooo`05091VT03oool0oooo
090jIP2fool01`3oool00`2@>P00001V0;Koo`1F0?ooo`05091VT03oool0oooo090jIP2fool01`3o
ool00`2@>P00001V0;Koo`0U0?ooo`05091VT03oool0oooo090jIP2fool02@3oool00`3o]VH0>Y3K
0?ooo`0P0?ooo`008@3oool01P3ookH0ISZ@0?ooo`3oool0]VHj093Ko`H0oooo00H0oonf06H00000
000000000000>P2@folR0?ooo`060?oo]P1V>Y00oooo0?ooo`2fISX0T=_o203oool00`3o]VH00000
06Jfo`1D0?ooo`060?oo]P1V>Y00oooo0?ooo`2fISX0T=_o203oool00`3o]VH0000006Jfo`0S0?oo
o`060?oo]P1V>Y00oooo0?ooo`2fISX0T=_o1P3oool01P3ookH0IP00000000000000000j093Kob00
oooo000K0?ooo`030?nfIP00000000000080000000<0I[Ko0?oo]P1V>Y000P3oool00`2fISX0T=_o
0?ooo`060?ooo`040;IV001V]_l0okIV03Z@fad0oooo00<0okIV0000000000000P0000000`1V]_l0
oonf06HjT0020?ooo`030;IV>P2@fol0oooo00P0oooo00<0oonf0;Jfo`3oool0D`3oool01P3ookH0
ISZ@0?ooo`3oool0]VHj093Ko`T0oooo00<0oonf0;Jfo`3oool08P3oool01P3ookH0ISZ@0?ooo`3o
ool0]VHj093Ko`L0oooo00@0]VH006Jfo`3o]VH0>Y3K8@3oool00280oooo00D0T3Xj093Ko`3ookH0
IP1V0;Koo`070?ooo`040?oo]P1V03X0T91V03Z@fb@0oooo00D0T3Xj093Ko`3ookH0IP1V0;Koo`06
0?ooo`060?oKT00j>Y00oooo0?oo]P1V06H0]_ooE03oool01@2@>SX0T=_o0?oo]P1V06H0]_oo00H0
oooo00H0om^@03XjT03oool0oonf06H0IP2foolS0?ooo`05090j>P2@fol0oonf06H0IP2fool01`3o
ool0103ookH0IP0j092@IP0jT=/Q0?ooo`008P3oool0103ofi00>P000000001V]_l90?ooo`030?oK
T00j0000>Y3K02@0oooo00@0om^@03X000000000I[Ko203oool0103KT3X000000000000jT=]E0?oo
o`040?oKT00j0000000006Jfo`P0oooo00@0fi0j000000000000>Y3K903oool0103ofi00>P000000
001V]_l90?ooo`030?oKT00j0000>Y3K0240oooo003o0?ooob40oooo002?0?ooo`030000003oool0
oooo08h0oooo002?0?ooo`030000003oool0oooo08h0oooo002?0?ooo`030000003oool0oooo08h0
oooo002?0?ooo`030000003oool0oooo08h0oooo00070?ooool000004P0000080?ooo`003P3oool0
0`000000oooo0?ooo`090?ooo`030000003oool0oooo00X0oooo00<000000?ooo`3oool02P3oool0
0`000000oooo0?ooo`0:0?ooo`030000003oool0oooo00X0oooo00<000000?ooo`3oool02P3oool0
0`000000oooo0?ooo`0:0?ooo`030000003oool0oooo00X0oooo00<000000?ooo`3oool02P3oool0
0`000000oooo0?ooo`0:0?ooo`030000003oool0oooo00X0oooo00<000000?ooo`3oool02P3oool0
0`000000oooo0?ooo`0:0?ooo`030000003oool0oooo00X0oooo00<000000?ooo`3oool02P3oool0
0`000000oooo0?ooo`0:0?ooo`030000003oool0oooo00X0oooo00<000000?ooo`3oool02P3oool0
0`000000oooo0?ooo`0:0?ooo`030000003oool0oooo00T0oooo00<000000?ooo`3oool03@3oool0
02L0oooo00<000000?ooo`3oool0<@3oool00`000000oooo0?ooo`0a0?ooo`030000003oool0oooo
0340oooo00<000000?ooo`3oool0<@3oool00`000000oooo0?ooo`0V0?ooo`00S`3oool00`000000
oooo0?ooo`2>0?ooo`00S`3oool00`000000oooo0?ooo`2>0?ooo`00S`3oool00`000000oooo0?oo
o`2>0?ooo`00S`3oool00`000000oooo0?ooo`2>0?ooo`00S`3oool00`000000oooo0?ooo`2>0?oo
o`00S`3oool2000008l0oooo002?0?ooo`030000003oool0oooo08h0oooo002?0?ooo`030000003o
ool0oooo08h0oooo002?0?ooo`030000003oool0oooo08h0oooo002?0?ooo`030000003oool0oooo
08h0oooo002?0?ooo`030000003oool0oooo08h0oooo002?0?ooo`030000003oool0oooo08h0oooo
002?0?ooo`030000003oool0oooo06l0oooo4000000?0?ooo`00S`3oool2000005/0oooo5@00000O
0?ooo`00S`3oool00`000000oooo0?ooo`0i0?ooob400000803oool5000000l0oooo002?0?ooo`03
0000003oool0oooo02@0oooo5@00000/0?oooaD000001@000?l?0?ooo`00S`3oool00`000000oooo
0?ooo`0>0?oooaH00000=P3ooolE000000/0003o503oool00800oooo800000110?oooaH000002P00
0?lO0?ooo`00JP3ooolF000000l0oooo00<000000?ooo`3oool0A03oool;000000<0oooo2000000;
0000obT0oooo001:0?ooob0000009@3ooo