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K T.ijNbXz ]t~G#vvc 2-ugsYAGP* ioΣn5bpC +)|ϑ ?'ќIh{[@BջeۯMD |@Ff%ntϸJO_$92x ?mt |f#23\ MATLABƽ̡̳Դ-2660\ex10_8.m0@ MATLAB z^Ye z nNx-2660\ex10_8.m } ޴Ƣ-$l1Eim@;#ð.}!U La>2HCyDzV1KF ֩BUBBޥk32] |+KASvG,z!]A& cu64L;A ]K{DhQ1^<zCVr@t | L B23\ MATLABƽ̡̳Դ-2660\ex11_1.m0@ MATLAB z^Ye z nNx-2660\ex11_1.m {/6RG$##@B'%"hI|~{Z%E Dg@шmnO`n,ҳOfӧNa'0@[^J`nU6؈?y" #OY3~(to jӤ3cML@m[Ů;}+oX.{SGA*o]e~T7 4 uRѪ|s̩Q^#vUiJNӾ?V W^4%ƩQ DnBFmWMd@ q2/DЧG|u^92"*vFPPˬT972 a[yNL`B8[:`y n*"Zac?+OHN͜) t W/.REhnIue7Wp!giZ =m:%# (':F{ .S`.RUEҀt |"T=23\ MATLABƽ̡̳Դ-2660\ex11_2.m0@ MATLAB z^Ye z nNx-2660\ex11_2.mL),k, r^H$2О ɥ,-  Ap\eث~nB'\ܵya2"˓2*ى-vk]qg))s9s5B!c1nm7*1aR@F:.L@<({I~c&+W\{"Ns7@3't z11~~20Z MATLABƽ̡̳Դ-2660\ex1_1.m0@ MATLAB z^Ye z nNx-2660\ex1_1.mx=[0:0.5:360]*pi/180; plot(x,sin(x),x,cos(x)); t zMMV 20Z MATLABƽ̡̳Դ-2660\ex1_2.m0@ MATLAB z^Ye z nNx-2660\ex1_2.mp=[3,7,9,0,-23]; %ʽϵ x=roots(p) % ct zl 20Z MATLABƽ̡̳Դ-2660\ex1_3.m0@ MATLAB z^Ye z nNx-2660\ex1_3.mquad('x.*log(1+x)',0,1)Ut z66Û0$20Z MATLABƽ̡̳Դ-2660\ex1_4.m0@ MATLAB z^Ye z nNx-2660\ex1_4.ma=[2,-3,1;8,3,2;45,1,-9]; b=[4;2;17]; x=inv(a)*b )t zEE7F20Z MATLABƽ̡̳Դ-2660\ex2_1.m0@ MATLAB z^Ye z nNx-2660\ex2_1.mx=1+2i; y=3-sqrt(17); z=(cos(abs(x+y))-sin(78*pi/180))/(x+abs(y)) ~t |66_;20\ MATLABƽ̡̳Դ-2660\ex2_11.m0@ MATLAB z^Ye z nNx-2660\ex2_11.mA=[1,2,3;1,4,9;1,8,27]; b=[5,-2,6]'; x=inv(A)*b at |e)23\ MATLABƽ̡̳Դ-2660\ex2_12.m0@ MATLAB z^Ye z nNx-2660\ex2_12.m H ww`('pEB#^YXv͂ GDBl ydc]ib< 2{-k',a)W9D,G?ܷrP dȀkShGt |yE23\ MATLABƽ̡̳Դ-2660\ex2_13.m0@ MATLAB z^Ye z nNx-2660\ex2_13.m Q yL~DV!$]hCrI VDT7u6ZAI(ɺ/v3wa(8~ @BJ&JSS;>[,O@"wZn|-==*]f> TaDAy{bl2شAv}ߞ~?ʘGt |?GU(IZ23\ MATLABƽ̡̳Դ-2660\ex2_14.m0@ MATLAB z^Ye z nNx-2660\ex2_14.m T z!2I%'Fq T?Q [`_ԑK\jaft |661n20\ MATLABƽ̡̳Դ-2660\ex2_15.m0@ MATLAB z^Ye z nNx-2660\ex2_15.mA=[2,2,1;3,1,-1;4,3,3;5,3,8;6,6,12]; B=spconvert(A) t |+Hy20\ MATLABƽ̡̳Դ-2660\ex2_16.m0@ MATLAB z^Ye z nNx-2660\ex2_16.mB=[1,2,0;1,4,3;2,6,1;1,6,4;0,1,2]; %0ԽԪؾ d=[-1;0;1]; %0ԽԪλ A=spdiags(B,d,5,5) %ϡ洢ϵ t z00Cggr20Z MATLABƽ̡̳Դ-2660\ex2_4.m0@ MATLAB z^Ye z nNx-2660\ex2_4.mx=20+(50-20)*rand(5) y=0.6+sqrt(0.1)*randn(5) rt zccDܜ20Z MATLABƽ̡̳Դ-2660\ex3_1.m0@ MATLAB z^Ye z nNx-2660\ex3_1.mclear; %ռеı f=input('Input Fahrenheit temperature'); c=5*(f-32)/9 _t |flv123\ MATLABƽ̡̳Դ-2660\ex3_10.m0@ MATLAB z^Ye z nNx-2660\ex3_10.m YT= /+CEsI#D3#"ɣ;W|sᔝE;t<WtN챞jСy<1sOIEC9LF"s=ahVY>[T6_HGQj(CoHM t |DDsz20\ MATLABƽ̡̳Դ-2660\ex3_12.m0@ MATLAB z^Ye z nNx-2660\ex3_12.mfor n=100:200 if rem(n,21)~=0 continue end break end n ut |Zc;D+23\ MATLABƽ̡̳Դ-2660\ex3_13.m0@ MATLAB z^Ye z nNx-2660\ex3_13.m Q݀0PuAMr@'%/5FGaMp{H#M!wmA%Ia*[oܧ9^.l%Lg֫t |)023\ MATLABƽ̡̳Դ-2660\ex3_19.m0@ MATLAB z^Ye z nNx-2660\ex3_19.m Ƨ(8 QXՑpؐ +$ ջך7 Z"[zM-QS`5@I!o3(FIY'1ٶ1mx*T8vV3]r^=Y N׽E节b{j\ʽ1N; ?W~0} ?ߪņ{/ YYpWm@XfY;"9쓭>mt?Df>#8S@^ƮjmE֞ *t zQ`n23Z MATLABƽ̡̳Դ-2660\ex3_2.m0@ MATLAB z^Ye z nNx-2660\ex3_2.m QP+i'xb B(oz(4r "eQ' N;ӾlKcTx-y~R6鮫#1v?gi)*r~ 9ln|&-Tt zxe>23Z MATLABƽ̡̳Դ-2660\ex3_3.m0@ MATLAB z^Ye z nNx-2660\ex3_3.m UT> /S&iJJe0$Q4w=8t^~φRzYjn;%)mřU 3yE;}U@HmEy+*lyt zii!i20Z MATLABƽ̡̳Դ-2660\ex3_4.m0@ MATLAB z^Ye z nNx-2660\ex3_4.mx=input('xֵ:'); if x<=0 y= (x+sqrt(pi))/exp(2); else y=log(x+sqrt(1+x*x))/2; end y ֗<Fƅ-rIDvlgspGhRͭgrƎ{woeÁZLЄ@lU)(f8b:wvQR"=:+S]܍ƽWKϓ`Q}7Mոggވa|Xǰٓ..uww > Y3 Pv2KnٟFҚ۱:jʆ+_g2INmt~͹d? CEggCW=KY;WǠ|`/~Ԡ4$<|ݺo0 __{)yR]hat zww,ـ20Z MATLABƽ̡̳Դ-2660\ex3_7.m0@ MATLAB z^Ye z nNx-2660\ex3_7.mA=[1,2,3;4,5,6]; B=[7,8,9;10,11,12]; try C=A*B; catch C=A.*B; end C lasterr %ʾԭ 6t z7倍23Z MATLABƽ̡̳Դ-2660\ex3_8.m0@ MATLAB z^Ye z nNx-2660\ex3_8.m /AJuAݒܚG)mA CbAwEi5# 3zg3!:A%c(;.5dvo.q.d@ kg 5+3OO-C2ėԟTߛ¡t z33֔920Z MATLABƽ̡̳Դ-2660\ex3_9.m0@ MATLAB z^Ye z nNx-2660\ex3_9.my=0; n=100; for i=1:n y=y+1/(2*i-1); end y 7-t zWWS\}23Z MATLABƽ̡̳Դ-2660\ex4_2.m0@ MATLAB z^Ye z nNx-2660\ex4_2.m T z8BVt9YK\-R|uZ9 Lך("%Ɍڮ#tS^N};Ns>2yvyћWR2'a,RKz y'FhVRȅ<<\ҘQij@S 5Á=r3OOStwe🛇ƌA< WHL;Rqp&5Kxu[[<˴`jIDڽI:YuV: fa~f$hdƜeǾZ{ -t zP(Z 23Z MATLABƽ̡̳Դ-2660\ex4_3.m0@ MATLAB z^Ye z nNx-2660\ex4_3.m U zi*B `/KfA ).RAXLm-,Edhهy<s8Ӧ/_YOY܉DgО!t z<<w+!20Z MATLABƽ̡̳Դ-2660\ex5_1.m0@ MATLAB z^Ye z nNx-2660\ex5_1.mx=0:pi/100:2*pi; y=2*exp(-0.5*x).*cos(4*pi*x); plot(x,y) t |e/W23\ MATLABƽ̡̳Դ-2660\ex5_10.m0@ MATLAB z^Ye z nNx-2660\ex5_10.m [ޅ?xTY%*K,Ֆ1-B[ŖE {Tc"άZDBonᛛt?noρMe@2o |KѲ\=aō0v]5f]qQeBn(t4~7N؏IS.[͂!äKi]SB9ſ z شrvn%-d}q}:0 wNjeM.$ 'vrd[-Jfo$]( )_-ɛIvZ>&k12'Rk_joe"8D.،{Hg]Bׇl$֥L7-*}uwcr'd]u-?Lt |}  }u23\ MATLABƽ̡̳Դ-2660\ex5_11.m0@ MATLAB z^Ye z nNx-2660\ex5_11.m =7guEuDx@V#"Lɒi`<YA,QEYv^a+A>~kE85ky(ȴOħcH-`w̫g}Q.TVt |66\RQq20\ MATLABƽ̡̳Դ-2660\ex5_12.m0@ MATLAB z^Ye z nNx-2660\ex5_12.mt=0:pi/50:2*pi; r=sin(t).*cos(t); polar(t,r,'-*'); =t |LN_EÂ23\ MATLABƽ̡̳Դ-2660\ex5_13.m0@ MATLAB z^Ye z nNx-2660\ex5_13.m 7>#0*[KC3-nyܞp6 PiϪ.o3dJUt |΂23\ MATLABƽ̡̳Դ-2660\ex5_14.m0@ MATLAB z^Ye z nNx-2660\ex5_14.m \̽7Q~G#(%l `Z("xDiil.Cý03f՟j҉F.,p$9 6`>aKH qo훢ߵC/~ړ]_$:;Bvd=[Ͼ/t |,܂23\ MATLABƽ̡̳Դ-2660\ex5_15.m0@ MATLAB z^Ye z nNx-2660\ex5_15.m UT3к$J%*8 B+~L f%7;N{ÇWe<3doǎ\I?th1ʇ}OqI)It.$7zMS!/BxFt |肍23\ MATLABƽ̡̳Դ-2660\ex5_16.m0@ MATLAB z^Ye z nNx-2660\ex5_16.m X̽ /8;1 XVRj&QOm'@P8ܛ)f9y1)aDڼ`yÁ?B>K wR7\{mٕډU]W%w 򛄼$>ɪt |abkP23\ MATLABƽ̡̳Դ-2660\ex5_17.m0@ MATLAB z^Ye z nNx-2660\ex5_17.m U~ /倨>4 )B%> ܴ>w;sIlrNc^۪(:QYLЄLOP#b}Ib2[t|Dt | Ʈ23\ MATLABƽ̡̳Դ-2660\ex5_18.m0@ MATLAB z^Ye z nNx-2660\ex5_18.m ̾{|;ZZkMHk o*_zB <|Ar$tI"dG, yfXȷ,ھ-Rt:'_/$e7VXxtѽHQ3bo͚P7<뙶]2m@f2pЭ%rӜ<83 o_U nNb?W>B-4'P{{F'o4 $V~1N|(._WK4;r_t |v-村F23\ MATLABƽ̡̳Դ-2660\ex5_23.m0@ MATLAB z^Ye z nNx-2660\ex5_23.m U= /,J6#ٙEg; B0\O:wt'h:2GgL6):co>=lm'c`<~j?/V K°>[}f`+@t |P23\ MATLABƽ̡̳Դ-2660\ex5_24.m0@ MATLAB z^Ye z nNx-2660\ex5_24.m о oAy\D؏D} i|3wL7Ȳ2ͯ3oa;]/Z m C y"Ee[L`-=[piM9zY6;SmmC9~yBGjt~tt |>]23\ MATLABƽ̡̳Դ-2660\ex5_25.m0@ MATLAB z^Ye z nNx-2660\ex5_25.m X̾7{Kp[QB ١Z /x#Tׄ m+G{F{Gs6a>S]g dJ"oϺ2>r CmꚰRNL+`<(Lu%9O$l\LcPk^ǟnyo,u[ǐXM OtXt | i20\ MATLABƽ̡̳Դ-2660\ex5_26.m0@ MATLAB z^Ye z nNx-2660\ex5_26.m[x,cmap]=imread('flower.jpg'); %ȡͼɫͼ image(x);colormap(cmap); axis image off %ֿ߱Ȳȡ t |+jv23\ MATLABƽ̡̳Դ-2660\ex5_27.m0@ MATLAB z^Ye z nNx-2660\ex5_27.m Y ՁzC(d)fE&-̷ː?R ]҃J(K4΄!$ceЯC}pu?ZxsGt}>0 +[ojCj{̆6}1D1ld k|:·7A]99::LI|Ḵ<r{zś-j/P(ڀ_PaHv3,Y^D8:DU_mu8E`vAd t zta`A823Z MATLABƽ̡̳Դ-2660\ex5_3.m0@ MATLAB z^Ye z nNx-2660\ex5_3.m  /7gvI]*N4 o{tu.ܛTYRs9D-fK'pBg 'F3w?CL Gtt z:ӟ!ae23Z MATLABƽ̡̳Դ-2660\ex5_6.m0@ MATLAB z^Ye z nNx-2660\ex5_6.m U vL ݥ\#;FO|C,iDX V d& Izs9"y9>Ž(.#>"kZϯbL_)r^jG \Gq SkB}1pפ]Ɛce&( I |oD+EE3R2E{ 4a f3D-2tjt zzUZr23Z MATLABƽ̡̳Դ-2660\ex5_7.m0@ MATLAB z^Ye z nNx-2660\ex5_7.mLՁzM${:("R m"nJh4]YhT(w ʹQLfa hp}<ʇ+(Udݪ+!G<5+8Tw6t zxw}23Z MATLABƽ̡̳Դ-2660\ex5_8.m0@ MATLAB z^Ye z nNx-2660\ex5_8.m Y̾ 7Am$[HQ@yeAG.5(.u+*1px'ܛ=ÔayIˇKiL8qoތw!/!LFѮ(l\g_]_i@+)j_NǯuvoƱ7t z## *20Z MATLABƽ̡̳Դ-2660\ex5_9.m0@ MATLAB z^Ye z nNx-2660\ex5_9.mfplot('cos(tan(pi*x))',[ 0,1],1e-4)ut |v₄𵃍23\ MATLABƽ̡̳Դ-2660\ex6_13.m0@ MATLAB z^Ye z nNx-2660\ex6_13.m  /8s>3$h\ޫbTt.EOm;7we`EwH7z@4J? C&ؒpg3gp}7{\olм@ Yet |c>K( ƃ23\ MATLABƽ̡̳Դ-2660\ex6_15.m0@ MATLAB z^Ye z nNx-2660\ex6_15.mU z)s%R&.kFՑ RӱUQD:,)htnX\Vg_s9]ý4s_>$yQW_nn8jjbatIjP̜bA?_!脍23Z MATLABƽ̡̳Դ-2660\ex8_7.m0@ MATLAB z^Ye z nNx-2660\ex8_7.mU Ձza3F:-'" A*DtR]Mh-iu"u:]%j&}xwyw;s>8!$m6['Q|&X۞9Dѩƾ&M̂XբQ-RFuf^5?[PIts ſw 'g)6]8{7hȚo)ڦ E >Hw)$R7%;fG.y)9bVG6C`0g:8f+4NRq0t |]]M [20\ MATLABƽ̡̳Դ-2660\factor.m0@ MATLAB z^Ye z nNx-2660\factor.mfunction f=factor(n) if n<=1 f=1; else f=factor(n-1)*n; %ݹ(n-1)! end 9t ~~=;23^ MATLABƽ̡̳Դ-2660\fcircle.m0@ MATLAB z^Ye z nNx-2660\fcircle.m U /AD"BJЃSj4a`#&j7@?iAZ#$e2:+wRgs9DŽ_x1AeXIĎ++9 /Ξ'M $a쀤D@~l34rz#գ.YK:κ6L秴 X)[RiBGt z22ԚtH20Z MATLABƽ̡̳Դ-2660\fesin.m0@ MATLAB z^Ye z nNx-2660\fesin.mfunction f=fesin(x) f=exp(-0.5*x).*sin(x+pi/6); t x lᶁ23X MATLABƽ̡̳Դ-2660\ffib.m0@ MATLAB z^Ye z nNx-2660\ffib.m X̾ wAyBYn4z~)*Q(Kq]]:VeRGrC/98eH$ ՐKy5 euKsO[lh9Y^+T剴Nu{@t x..x20X MATLABƽ̡̳Դ-2660\funt.m0@ MATLAB z^Ye z nNx-2660\funt.mfunction yp=funt(t,y) yp=(y^2-t-2)/4/(t+1); ϥt x,,Asb20X MATLABƽ̡̳Դ-2660\funx.m0@ MATLAB z^Ye z nNx-2660\funx.m function fx=funx(x) fx=x-10.^x+2; t s44 20S MATLABƽ̡̳Դ-2660\fx.m0@ MATLAB z^Ye z nNx-2660\fx.mfunction f=fx(x) f=x.*sin(x)./(1+cos(x).*cos(x)); yt uttդք20U MATLABƽ̡̳Դ-2660\fxy.m0@ MATLAB z^Ye z nNx-2660\fxy.mfunction f=fxy(x,y) global ki; ki=ki+1; %kiͳƱĵô f=exp(-x.^2/2).*sin(x.^2+y); /t xCCP֗20X MATLABƽ̡̳Դ-2660\fxyz.m0@ MATLAB z^Ye z nNx-2660\fxyz.mfunction f=fxyz(p) x=p(1);y=p(2);z=p(3); f=x+y^2/x/4+z^2/y+2/z; it j+gEs+23c MATLABƽ̡̳Դ-2660\gauseidel.m0@ MATLAB z^Ye z nNx-2660\gauseidel.mU z4&6bH 鏐BftIfH.T uB+6Z4YFGtaagx;Ӽ68sH#xJw.;!_Pbk+|l 6bqFs%Ls u_zyҀt Kui&~JڝsfU3nٿ6^t |GG݈20\ MATLABƽ̡̳Դ-2660\lorenz.m0@ MATLAB z^Ye z nNx-2660\lorenz.mfunction xdot=lorenz(t,x) xdot=[-8/3,0,x(2);0,-10,10;-x(2),28,-1]*x; 't zP\SYR23Z MATLABƽ̡̳Դ-2660\main1.m0@ MATLAB z^Ye z nNx-2660\main1.m W")0vuG:4sg1!Ÿe}8c' QoSU@lt z,,VuOf20Z MATLABƽ̡̳Դ-2660\main2.m0@ MATLAB z^Ye z nNx-2660\main2.ms=0; for i=1:5 s=s+factor(i); end s t |7;ry23\ MATLABƽ̡̳Դ-2660\mydemo.m0@ MATLAB z^Ye z nNx-2660\mydemo.m LÀ*C  [`/CwLy1#+6@#t z]ePIh23Z MATLABƽ̡̳Դ-2660\myfun.m0@ MATLAB z^Ye z nNx-2660\myfun.m QP}3E8R&|B}s 8$=U]̕x}N߈bAĥS<\+VMG@Ӳ`;t z&&|Qx20Z MATLABƽ̡̳Դ-2660\mymin.m0@ MATLAB z^Ye z nNx-2660\mymin.mfunction fx=mymin(x) fx=x.^3-2*x-5; tt | ~{U23\ MATLABƽ̡̳Դ-2660\timesn.m0@ MATLAB z^Ye z nNx-2660\timesn.mU w7`MZPmǡ)ċ-i Y`JG㱨jbv҃%B,(ƚq݁%: !a;fw3;9۾>>!py_ &r{Y 3eNjiJ2y9gu_tn|3欞C07>r{e+im[欺ZRxh*áێ0`7#nhC^XEơR\]=*GʵL6@/ 5P؊bѠ>ͫgOʥ^