📄 py1.nb
字号:
1@0OF7oo0025Ool00`00Ool00002Ool01000Oomoo`0017oo00<007ooOol0;goo0`0OFGoo0026Ool2
0003Ool20005Ool00`00Oomoo`2;Ool0099oo`03001oogoo08]oo`00TWoo00<007ooOol0Rgoo002B
Ool00`00Oomoo`2;Ool0099oo`03001oogoo08]oo`00TWoo0P00S7oo002BOol00`00Oomoo`2;Ool0
099oo`03001oogoo08]oo`00TWoo00<007ooOol0Rgoo002BOol00`00Oomoo`2;Ool0099oo`03001o
ogoo08]oo`00TWoo00<007ooOol0Rgoo002BOol2002<Ool0099oo`03001oogoo08]oo`00TWoo00<0
07ooOol0DGoo0`0O=goo002BOol00`00Oomoo`1@Ool501lfOol0099oo`03001oogoo051oo`D07cIo
o`00TWoo00<007ooOol0D7oo1@0O=Woo002BOol00`00Oomoo`1AOol301lgOol0099oo`8008aoo`00
TWoo00<007ooOol0Rgoo002BOol00`00Oomoo`2;Ool0099oo`03001oogoo08]oo`00TWoo00<007oo
Ool0Rgoo002BOol00`00Oomoo`2;Ool0099oo`03001oogoo08]oo`00TWoo0P00S7oo002BOol00`00
Oomoo`2;Ool0099oo`03001oogoo08]oo`00TWoo00<007ooOol0Rgoo002BOol00`00Oomoo`2;Ool0
099oo`03001oogoo08]oo`00QGoo0P0017oo0P001Goo00<007ooOol0N7oo0`0O47oo0024Ool01000
Oomoo`000Woo00@007ooOol000Aoo`03001oogoo07Moo`D07`moo`00Qgoo00@007ooOol0009oo`03
001oogoo009oo`<007Moo`D07`moo`00QGoo0P000goo00@007ooOol000Aoo`03001oogoo07Moo`D0
7`moo`00QGoo00<007ooOol00Woo00@007ooOol000Aoo`03001oogoo07Qoo`<07a1oo`00QGoo0`00
0goo0P001Goo00<007ooOol0Rgoo002BOol00`00Oomoo`2;Ool00?moob5oo`00ogoo8Goo0000\
\>"],
ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {0.0119829, 3.20728, \
0.000599329, 0.275233}}],
Cell[BoxData[
TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\),
False,
Editable->False]], "Output"],
Cell[GraphicsData["PostScript", "\<\
%!
%%Creator: Mathematica
%%AspectRatio: .61803
MathPictureStart
/Mabs {
Mgmatrix idtransform
Mtmatrix dtransform
} bind def
/Mabsadd { Mabs
3 -1 roll add
3 1 roll add
exch } bind def
%% Graphics
%%IncludeResource: font Courier
%%IncludeFont: Courier
/Courier findfont 10 scalefont setfont
% Scaling calculations
0.0238095 4.7619 0.0147151 0.0099681 [
[.2619 .00222 -12 -9 ]
[.2619 .00222 12 0 ]
[.5 .00222 -9 -9 ]
[.5 .00222 9 0 ]
[.7381 .00222 -12 -9 ]
[.7381 .00222 12 0 ]
[.97619 .00222 -9 -9 ]
[.97619 .00222 9 0 ]
[.01131 .1144 -12 -4.5 ]
[.01131 .1144 0 4.5 ]
[.01131 .21408 -12 -4.5 ]
[.01131 .21408 0 4.5 ]
[.01131 .31376 -12 -4.5 ]
[.01131 .31376 0 4.5 ]
[.01131 .41344 -12 -4.5 ]
[.01131 .41344 0 4.5 ]
[.01131 .51312 -12 -4.5 ]
[.01131 .51312 0 4.5 ]
[.01131 .6128 -12 -4.5 ]
[.01131 .6128 0 4.5 ]
[ 0 0 0 0 ]
[ 1 .61803 0 0 ]
] MathScale
% Start of Graphics
1 setlinecap
1 setlinejoin
newpath
0 g
.25 Mabswid
[ ] 0 setdash
.2619 .01472 m
.2619 .02097 L
s
[(0.05)] .2619 .00222 0 1 Mshowa
.5 .01472 m
.5 .02097 L
s
[(0.1)] .5 .00222 0 1 Mshowa
.7381 .01472 m
.7381 .02097 L
s
[(0.15)] .7381 .00222 0 1 Mshowa
.97619 .01472 m
.97619 .02097 L
s
[(0.2)] .97619 .00222 0 1 Mshowa
.125 Mabswid
.07143 .01472 m
.07143 .01847 L
s
.11905 .01472 m
.11905 .01847 L
s
.16667 .01472 m
.16667 .01847 L
s
.21429 .01472 m
.21429 .01847 L
s
.30952 .01472 m
.30952 .01847 L
s
.35714 .01472 m
.35714 .01847 L
s
.40476 .01472 m
.40476 .01847 L
s
.45238 .01472 m
.45238 .01847 L
s
.54762 .01472 m
.54762 .01847 L
s
.59524 .01472 m
.59524 .01847 L
s
.64286 .01472 m
.64286 .01847 L
s
.69048 .01472 m
.69048 .01847 L
s
.78571 .01472 m
.78571 .01847 L
s
.83333 .01472 m
.83333 .01847 L
s
.88095 .01472 m
.88095 .01847 L
s
.92857 .01472 m
.92857 .01847 L
s
.25 Mabswid
0 .01472 m
1 .01472 L
s
.02381 .1144 m
.03006 .1144 L
s
[(10)] .01131 .1144 1 0 Mshowa
.02381 .21408 m
.03006 .21408 L
s
[(20)] .01131 .21408 1 0 Mshowa
.02381 .31376 m
.03006 .31376 L
s
[(30)] .01131 .31376 1 0 Mshowa
.02381 .41344 m
.03006 .41344 L
s
[(40)] .01131 .41344 1 0 Mshowa
.02381 .51312 m
.03006 .51312 L
s
[(50)] .01131 .51312 1 0 Mshowa
.02381 .6128 m
.03006 .6128 L
s
[(60)] .01131 .6128 1 0 Mshowa
.125 Mabswid
.02381 .03465 m
.02756 .03465 L
s
.02381 .05459 m
.02756 .05459 L
s
.02381 .07452 m
.02756 .07452 L
s
.02381 .09446 m
.02756 .09446 L
s
.02381 .13433 m
.02756 .13433 L
s
.02381 .15427 m
.02756 .15427 L
s
.02381 .1742 m
.02756 .1742 L
s
.02381 .19414 m
.02756 .19414 L
s
.02381 .23401 m
.02756 .23401 L
s
.02381 .25395 m
.02756 .25395 L
s
.02381 .27389 m
.02756 .27389 L
s
.02381 .29382 m
.02756 .29382 L
s
.02381 .33369 m
.02756 .33369 L
s
.02381 .35363 m
.02756 .35363 L
s
.02381 .37357 m
.02756 .37357 L
s
.02381 .3935 m
.02756 .3935 L
s
.02381 .43338 m
.02756 .43338 L
s
.02381 .45331 m
.02756 .45331 L
s
.02381 .47325 m
.02756 .47325 L
s
.02381 .49318 m
.02756 .49318 L
s
.02381 .53306 m
.02756 .53306 L
s
.02381 .55299 m
.02756 .55299 L
s
.02381 .57293 m
.02756 .57293 L
s
.02381 .59287 m
.02756 .59287 L
s
.25 Mabswid
.02381 0 m
.02381 .61803 L
s
0 0 m
1 0 L
1 .61803 L
0 .61803 L
closepath
clip
newpath
0 0 1 r
.02 w
.09975 .06456 Mdot
.18264 .1144 Mdot
.25976 .16424 Mdot
.34778 .21408 Mdot
.43509 .26392 Mdot
.49723 .31376 Mdot
.56933 .3636 Mdot
.64613 .41344 Mdot
.74192 .46328 Mdot
.85475 .51312 Mdot
0 1 0 r
.5 Mabswid
.02381 .01921 m
.06244 .0429 L
.10458 .06874 L
.14415 .09301 L
.18221 .11635 L
.22272 .1412 L
.26171 .16511 L
.30316 .19053 L
.34309 .21502 L
.3815 .23858 L
.42237 .26365 L
.46172 .28778 L
.49955 .31099 L
.53984 .3357 L
.57861 .35948 L
.61984 .38476 L
.65954 .40911 L
.69774 .43254 L
.73838 .45747 L
.77751 .48147 L
.81909 .50697 L
.85916 .53154 L
.89771 .55519 L
.93871 .58033 L
.97619 .60332 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/A000`40O003h00Oogoo8Goo0018Ool2
0004Ool20004Ool20004Ool2000_Ool20004Ool20003Ool5000]Ool20004Ool20003Ool50002Ool2
000_Ool20004Ool20003Ool40006Ool004Moo`04001oogoo0008Ool01000Oomoo`000Woo00@007oo
Ool002eoo`04001oogoo000:Ool00`00Oomoo`0/Ool01000Oomoo`002Woo00D007ooOomoo`00009o
o`03001oogoo02]oo`04001oogoo0008Ool00`00Oomoo`07Ool004Moo`04001oogoo0008Ool01000
Oomoo`001Goo00<007ooOol0:goo00@007ooOol000Yoo`03001oogoo02aoo`04001oogoo000:Ool0
0`00Oomoo`04Ool00`00Oomoo`0[Ool01000Oomoo`002Goo00<007ooOol01Woo0017Ool01000Oomo
o`0027oo00@007ooOol000=oo`8002ioo`04001oogoo000:Ool00`00Oomoo`0/Ool01000Oomoo`00
2Woo00<007ooOol00Woo0P00;Woo00@007ooOol000Yoo`03001oogoo00Eoo`00Agoo00@007ooOol0
00Qoo`04001oogoo0003Ool00`00Oomoo`0]Ool01000Oomoo`002Woo00<007ooOol0;7oo00@007oo
Ool000Yoo`03001oogoo009oo`03001oogoo02eoo`04001oogoo0008Ool01000Oomoo`001Woo0018
Ool2000:Ool20004Ool3000^Ool2000:Ool2000_Ool2000:Ool20004Ool3000^Ool2000:Ool20007
Ool00?moob5oo`004goo00<007ooOol0ogoo2goo000COol00`00Oomoo`3oOol;Ool001=oo`03001o
ogoo0?moo`]oo`004goo00<007ooOol0ogoo2goo000<Oooo000>0007Ool001=oo`030n1oogoo00Uo
o`03001oogoo00Yoo`03001oogoo00Yoo`03001oogoo00Yoo`03001oogoo00Uoo`03001oogoo00Yo
o`03001oogoo00Yoo`03001oogoo00Yoo`03001oogoo00Uoo`03001oogoo00Yoo`03001oogoo00Yo
o`03001oogoo00Yoo`03001oogoo00Uoo`03001oogoo00Yoo`03001oogoo00Yoo`03001oogoo00Yo
o`03001oogoo00Uoo`03001oogoo00Yoo`03001oogoo00Yoo`03001oogoo00Yoo`03001oogoo00]o
o`004goo00<000?P0n00?7oo00<007ooOol0?Goo00<007ooOol0?Goo00<007ooOol0?Goo00<007oo
Ool02goo000COol00`00Oomoo`020n3oOol9Ool001=oo`03001oogoo009oo`030n1oogoo0?moo`Io
o`004goo0P0017oo0P?Pogoo1Woo000COol00`00Oomoo`05Ool20n3oOol4Ool001=oo`03001oogoo
00Moo`030n1oogoo0?moo`5oo`004goo00<007ooOol027oo0P?Pogoo0Goo000COol00`00Oomoo`0:
Ool00`?POomoo`3mOol001=oo`03001oogoo00]oo`83h?eoo`004goo0P003Woo0P?P00Aoo`0O01l0
7oMoo`004goo00<007ooOol03goo00<3h00O01l00P0OmWoo000COol00`00Oomoo`0?Ool00`0O0n03
h00201ofOol001=oo`03001oogoo00moo`<07`030n007goo0?Eoo`004goo00<007ooOol047oo0`0O
0P?PmGoo000COol2000FOol00`?POomoo`3bOol001=oo`03001oogoo01Ioo`83h?9oo`004goo00<0
07ooOol067oo0P?Pl7oo000COol00`00Oomoo`0JOol00`?POomoo`3]Ool001=oo`03001oogoo01]o
o`83h>eoo`004goo0P007Woo00<3h7ooOol0jWoo000COol00`00Oomoo`0NOol20n3ZOol001=oo`03
001oogoo021oo`83h>Qoo`004goo00<007ooOol08Woo00<3h7ooOol0iGoo0004Ool50002Ool20006
Ool00`00Oomoo`0SOol20n0017oo01l07`0OhGoo0006Ool01@00Oomoogoo00000Woo00<007ooOol0
0goo00<007ooOol09Goo0P?P0`0Oh7oo0006Ool01@00Oomoogoo00000Woo00<007ooOol00goo0P00
9Woo0P0O00<3h00O01l0h7oo0006Ool01@00Oomoogoo00000Woo00<007ooOol00goo00<007ooOol0
9Goo0`0O0P?Ph7oo0006Ool01@00Oomoogoo00000Woo00<007ooOol00goo00<007ooOol09Woo0`0O
00=oo`?POol0gWoo0005Ool20004Ool20006Ool00`00Oomoo`0[Ool20n3MOol001=oo`03001oogoo
02eoo`83h=]oo`004goo0P00<7oo00<3h7ooOol0f7oo000COol00`00Oomoo`0`Ool20n3HOol001=o
o`03001oogoo039oo`030n1oogoo0=Eoo`004goo00<007ooOol0<goo0P?PeGoo000COol00`00Oomo
o`0eOol20n3COol001=oo`8003Qoo`030n1oogoo0=1oo`004goo00<007ooOol0>7oo0P?P00Aoo`0O
01l07laoo`004goo00<007ooOol0>Woo0P?P0`0Obgoo000COol00`00Oomoo`0jOol201l00`?P01l0
7`3;Ool001=oo`03001oogoo03Yoo`<07`83h<]oo`004goo00<007ooOol0>goo0`0O00=oo`?POol0
bGoo000COol20011Ool20n38Ool001=oo`03001oogoo049oo`83h<Ioo`004goo00<007ooOol0A7oo
00<3h7ooOol0`goo000COol00`00Oomoo`15Ool20n33Ool001=oo`03001oogoo04Moo`030n1oogoo
0<1oo`004goo0P00BGoo0P?P`7oo000COol00`00Oomoo`1:Ool00`?POomoo`2mOol001=oo`03001o
ogoo04]oo`83h;eoo`0017oo10000goo0P001Woo00<007ooOol0CGoo0P?P0goo0`0O]Goo0004Ool0
0`00Oomoo`03Ool01000Oomoo`001Goo00<007ooOol0Cgoo00<3h7oo01l0100O]7oo0005Ool00`00
Oomoo`02Ool01000Oomoo`001Goo0P00DGoo0P?P100O]7oo0006Ool01@00Oomoogoo00000Woo00<0
07ooOol00goo00<007ooOol0DGoo00<07`?P01l00P0O]7oo0004Ool01000Oomoo`000Woo00@007oo
Ool000Eoo`03001oogoo059oo`0301l3h0?P0;Eoo`001Goo0P0017oo0P001Woo00<007ooOol0EGoo
0P?P/goo000COol00`00Oomoo`1GOol00`?POomoo`2`Ool001=oo`03001oogoo05Qoo`83h;1oo`00
4goo0P00Fgoo0P?P[Woo000COol00`00Oomoo`1LOol00`?POomoo`2[Ool001=oo`03001oogoo05eo
o`83h:]oo`004goo00<007ooOol0Ggoo00<3h7ooOol0Z7oo000COol00`00Oomoo`1POol20n2XOol0
01=oo`8006=oo`83h:Ioo`004goo00<007ooOol0I7oo00<3h7ooOol00goo0`0OWGoo000COol00`00
Oomoo`1UOol20n02Ool501nLOol001=oo`03001oogoo06Moo`030n1oo`0O00@07iaoo`004goo00<0
07ooOol0J7oo0P?P100OW7oo000COol2001[Ool20n000`0OOomoo`2KOol001=oo`03001oogoo06ao
o`83h9aoo`004goo00<007ooOol0KWoo0P?PVWoo000COol00`00Oomoo`1`Ool20n2HOol001=oo`03
001oogoo079oo`030n1oogoo09Eoo`004goo00<007ooOol0Lgoo0P?PUGoo000COol2001fOol20n2C
Ool001=oo`03001oogoo07Moo`030n1oogoo091oo`004goo00<007ooOol0N7oo0P?PT7oo0005Ool2
0004Ool20006Ool00`00Oomoo`1jOol20n000`0OOomoo`2;Ool000Aoo`04001oogoo0002Ool01000
Oomoo`001Goo00<007ooOol0NGoo0`0O00<3h00OOol0Rgoo0006Ool01@00Oomoogoo00000Woo00<0
07ooOol00goo0P00NWoo100O0P?PRgoo0007Ool01000Oomoo`000Woo00<007ooOol00goo00<007oo
Ool0NGoo1@0O00=oo`?POol0RGoo0004Ool01000Oomoo`000Woo00@007ooOol000Eoo`03001oogoo
07Yoo`<07`=oo`83h8Qoo`001Goo0P0017oo0P001Woo00<007ooOol0PWoo0P?PQWoo000COol00`00
Oomoo`24Ool00`?POomoo`23Ool001=oo`8008Ioo`83h8=oo`004goo00<007ooOol0Qgoo00<3h7oo
Ool0P7oo000COol00`00Oomoo`28Ool20n20Ool001=oo`03001oogoo08Yoo`83h7ioo`004goo00<0
07ooOol0S7oo00<3h7ooOol0Ngoo000COol00`00Oomoo`2=Ool20n1kOol001=oo`8008moo`0301l3
h0?P07Uoo`004goo00<007ooOol0SGoo100O00<3h7ooOol0MWoo000COol00`00Oomoo`2=Ool501l2
0n1fOol001=oo`03001oogoo08eoo`D07`9oo`030n1oogoo07=oo`004goo00<007ooOol0SWoo0`0O
17oo0P?PLgoo000COol2002HOol20n1aOol001=oo`03001oogoo09Uoo`030n1oogoo06ioo`004goo
00<007ooOol0VWoo0P?PKWoo000COol00`00Oomoo`2LOol00`?POomoo`1[Ool001=oo`03001oogoo
09eoo`83h6]oo`004goo0P00X7oo0P?PJGoo000COol00`00Oomoo`2QOol20n1WOol001=oo`03001o
ogoo0:=oo`83h6Eoo`004goo00<007ooOol0YGoo0P?PHgoo0006Ool30002Ool20006Ool00`00Oomo
o`2ROol301l2Ool00`?POomoo`1POol000Moo`04001oogoo0002Ool00`00Oomoo`03Ool00`00Oomo
o`2QOol501l2Ool20n1POol000Aoo`D00005Ool007ooOol00005Ool2002ROol501l4Ool00`?POomo
o`1MOol000Aoo`04001oogoo0002Ool01000Oomoo`001Goo00<007ooOol0XGoo1@0O1Goo00<3h7oo
Ool0G7oo0005Ool00`00Ool00002Ool01000Oomoo`001Goo00<007ooOol0XWoo0`0O1goo0P?PG7oo
0006Ool20003Ool20006Ool00`00Oomoo`2^Ool00`?POomoo`1IOol001=oo`03001oogoo0:moo`83
h5Uoo`004goo0P00/Woo00<3h7ooOol0EWoo000COol00`00Oomoo`2bOol20n1FOol001=oo`03001o
ogoo0;Aoo`83h5Aoo`004goo00<007ooOol0]Woo0P?PDWoo000COol00`00Oomoo`2hOol20n1@Ool0
01=oo`800;]oo`83h4ioo`004goo00<007ooOol0_7oo00<3h00O01l0Bgoo000COol00`00Oomoo`2k
Ool201l20n000`0OOomoo`18Ool001=oo`03001oogoo0;]oo`@07`030n1oogoo04Qoo`004goo00<0
07ooOol0^goo1@0O00<3h7ooOol0Agoo000COol00`00Oomoo`2lOol301l2Ool20n17Ool001=oo`80
0<Aoo`030n1oogoo04Aoo`004goo00<007ooOol0a7oo0P?PA7oo000COol00`00Oomoo`36Ool00`?P
Oomoo`11Ool001=oo`03001oogoo0<Moo`83h45oo`004goo00<007ooOol0bGoo0P?P?goo000COol2
003<Ool00`?POomoo`0lOol001=oo`03001oogoo0<aoo`83h3aoo`004goo00<007ooOol0cWoo0P?P
>Woo0005Ool20004Ool20006Ool00`00Oomoo`3@Ool20n08Ool301l]Ool000Aoo`04001oogoo0002
Ool01000Oomoo`001Goo00<007ooOol0dWoo00<3h7ooOol017oo1@0O;7oo0007Ool01000Oomoo`00
0Woo00<007ooOol00goo0P00e7oo0P?P17oo1@0O;7oo0005Ool20003Ool01000Oomoo`001Goo00<0
07ooOol0eGoo0P?P0Woo1@0O;7oo0005Ool00`00Oomoo`02Ool01000Oomoo`001Goo00<007ooOol0
egoo00<3h7ooOol00`0O;Goo0005Ool30003Ool20006Ool00`00Oomoo`3HOol20n0`Ool001=oo`03
001oogoo0=Yoo`83h2ioo`004goo00<007ooOol0g7oo00<3h7ooOol0:goo000COol2003NOol20n0[
Ool001=oo`03001oogoo0=moo`030n1oogoo02Qoo`004goo00<007ooOol0h7oo0P?P:7oo000COol0
0`00Oomoo`3ROol20n0VOol001=oo`03001oogoo0>Aoo`030n1oogoo02=oo`004goo0P00iWoo0P?P
8goo000COol00`00Oomoo`3WOol00`?POomoo`0POol001=oo`03001oogoo0>Qoo`83h21oo`004goo
00<007ooOol0jWoo0P?P7Woo000COol00`00Oomoo`3/Ool20n0LOol001=oo`800>moo`83h1Yoo`00
4goo00<007ooOol0l7oo0P?P67oo000COol00`00Oomoo`3bOol00`?POomoo`0EOol001=oo`03001o
ogoo0?=oo`83h1Eoo`004goo00<007ooOol0mGoo0P?P4goo000COol00`00Oomoo`3gOol00`?POomo
o`0@Ool001=oo`800?Uoo`83h11oo`004goo00<007ooOol0nWoo0P?P3Woo000COol00`00Oomoo`3l
Ool00`?POomoo`0;Ool000Aoo`<000Aoo`8000Ioo`03001oogoo0?moo`]oo`0017oo00@007ooOol0
009oo`04001oogoo0005Ool00`00Oomoo`3oOol;Ool000Aoo`04001oogoo0002Ool01000Oomoo`00
1Goo0P00ogoo37oo0004Ool30003Ool01000Oomoo`001Goo00<007ooOol0ogoo2goo0005Ool00`00
Oomoo`02Ool01000Oomoo`00ogoo4goo0005Ool30003Ool2003oOolDOol00?moob5oo`00\
\>"],
ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-0.0150707, -4.62688, \
0.00078454, 0.374786}}],
Cell[BoxData[
TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\),
False,
Editable->False]], "Output"]
}, Open ]],
Cell[CellGroupData[{
Cell[BoxData[{
\(bb1 = {{1/4.0838^2, 5}, {1/2.8934^2, 10}, {1/2.3736^2,
15}, {1/2.0633^2, 20}, {1/1.7678^2, 25}, {1/1.6233^2,
30}, {1/1.5011^2, 35}, {1/1.4546^2, 40}, {1/1.3869^2,
45}, {1/1.3140^2, 50}}\), "\[IndentingNewLine]",
\(L[k_, q_] :=
Sum[\((k\ bb1[\([j, 1]\)] + q - bb1[\([j, 2]\)])\)^2, {j, 1,
Length[bb1]}]\), "\[IndentingNewLine]",
\(Solve[{D[L[k, q], k] \[Equal] 0, D[L[k, q], q] \[Equal] 0}, {k,
q}]\), "\[IndentingNewLine]",
\(ff1[x_] = Fit[bb1, {1, x}, x]\), "\[IndentingNewLine]",
\(\(dm =
ListPlot[bb1,
PlotStyle \[Rule] {PointSize[0.02],
RGBColor[0, 0, 1]}];\)\), "\[IndentingNewLine]",
\(fm1 =
Plot[ff1[x], {x, 0, 0.7}, PlotStyle \[Rule] RGBColor[0, 1, 0],
DisplayFunction \[Rule] Identity]\), "\[IndentingNewLine]",
\(Show[{dm, fm1}, DisplayFunction \[Rule] $DisplayFunction]\)}], "Input"],
Cell[BoxData[
⌨️ 快捷键说明
复制代码
Ctrl + C
搜索代码
Ctrl + F
全屏模式
F11
切换主题
Ctrl + Shift + D
显示快捷键
?
增大字号
Ctrl + =
减小字号
Ctrl + -