Rar!ϐs bt 3ssD@9.3Chapter1\Analytic.m UT> /pC&QO? o,"WuGitz`. žF?O"[W5o6jIpl4dY t 3IU"3Chapter1\Env-phas.m @zB* %P)u-hZ}lm=[ S'r3C9eO}Ej*a@}65CA|4w?cT51t/ErbYiN%KY@|ROUaQ?ZVˍcI̋xsr=:l3DxVw2OMKt 3@7@U"3Chapter1\Env_phas.m Հ<F *%64 L!ID Szj~=Q!"m6o*;s(aO(x!mM =I "%fZ/==d:{}R}vؕ"bCQcwԣ#@qHz/`~G,;n&o1ϼw>5V p`1`? ?,2 cŻ{]W/t 3B[[W&3Chapter1\exp_fnct.mP} ޚ6r\&[!8K28psdIVx"fr|`a$BW"t]fď.0ʚM9 k2fDN@Xj!~OBuԧå&nV^:'+:)qť[z5TŘ?GMvL*G 7Huy(cj_.B_ݏat 1:) 8.3Chapter1\Fftseq.m  +}hY͔(24`֧ZnYoP&5)Y o>K?אfbIi =R,Hs)j(G : -F?.(Y-12$0lXFnB[I+y;(0!~_K;?"dWU!B`f3e+ob^dR1˶m[S)L?4΢ǟiau1)I"Z(Ln|qA? $-K4fm`}XHxܮcAu,p#{Ebkbv t 2j<>L4.3Chapter1\Fseries.m P7/4$-VMP(-T6JD-MK q;u^{ϳ ؼs= f\@lYh:=9s &RmV$J/|^W>`>utHP>fIlےDboim}I'Л^ϷԘ&/,UvWOh[ m- MUINq4ג%2\V~0?X7E6Hmiz, 4 0yAئ::95+4u#N۱n%ہw(y[T CH.E/ Adjpvy0K}|m]WB ͇D,P:˖ (+<6{ E:I}tnH`5yvvC>5 ,! ZO R'MMT[(t?3}  \^N[y\46 nM%l2*J.jݤkz\MѼ',@doΛhChˑOc`۵>3#6}9ןt 3ddF"0Chapter1\Ip_01_01.m% MATLAB script for Illustrative Problem 1, Chapter 1. n=[-20:1:20]; x=abs(sinc(n/2)); stem(n,x);t 3*}z\4.3Chapter1\ip_01_02.m T zJ[FZ6ht`9ܗ-Yd>˖St:99h?x_0iѯGP.J*"2C@D@>9y$&*da\Aao1_˖X R #ŕw9+1#"H'Ù(%y:>^&c^#2Ag; a`dY)B[h6|˥Fә8o'/ AsXyCc_U]Ɉ?).ubw@ t 3+nq4.3Chapter1\Ip_01_03.m ɽ {E$CWA( "R/1@s\Q*{JUp< f,Գ pJʃk.AFPhUg/RL`CmJ҈z E.bњ#"Vkd3 9e߾<?$7 xӍTRFߥ`}\A#X2BY-7 }[FwW:4‹9G-.kr*J x7OO?E ;^9}t 3X*U5.3Chapter1\ip_01_04.m Pͽwt:AHltz%IBК.Jli֓TssE.\s8/,~9D5)OP jКLۈ-5ĜYY/{ 8BXY( x )f T9EctM\i:&nP.7']F go'004XZM(,vjGCc'qmL(B]7#[!++`#rY^; !YbWO%@0\a;bZkyJn<L?p@t 3m_ ɥ+&3Chapter1\Ip_01_05.m Œnf P5悃 us7`Gf&㤑mGG? ]> ½U|? xv/óFNkiޔƬͧrw-ZR}dOu'<(M& q6Â5 qc5#~ɳxbb,ŞLCz]|`.(E .̄u }?^L,ś6n'pQ4'لq޸~W\~@eiڥu#{ekUv0nu՚jf07 boJ>Be.`J-f"r>F6ngLY9. ԟu5gׅq:.]'@}^ޏ^Lzt 3bko09.3Chapter1\ip_01_07.m =[wR#%$HԮ8^ B&~eI-E{ 7>9~@~:z$1@9gdqBb a_ 0./"g sk#z7B9/&A$H&~2<*}HGlPY/7 nmO45~4=87<*J ,ևgR(̥B՞髄ŗ1FȋN 5}WnLV9x:F1ly:t*#u֚%l}:e:5:mQVqt f}QdL$8R2 }+a*OY}Q7@qt 0 u9.3Chapter1\Loweq.m Ⱦ wd|!#$VV/EޜƖ˼92O*j(Fj|< zh]ϛ@~&]GH V^S7ळayOa.:J%W ]Fc:<3fZm_(-Ss\A"Vo !PQ@@6t 1_>R3Chapter1\Normal.m T̾7{ZѻRhDAe]E %{ 2~==p3`ޏ]MɛSdII5q>)=zwѷ߭Z#t^f)DM~&$WZXf{AkYG!Uea0Z&[3_Ht 3sR"3Chapter1\Quadcomp.m P̽wT(T+GzMQ[`[%lc} v>sIp掝2[EK$KO1tr Rb>\xA]tշf8VVt(i  X%6Ji:qUfZU^JGVz7Z*ٔ3 "5#bFt /m|$Z=bE3Chapter1\Rect.m UT3кjIjt/_,]`]^g.iXdA/&~t^*! B;W7 ;:ɨ5?ڡ=t 1zEHj-!3Chapter1\rectab.m ̾=2D%,e*TxFf$ 73êý(-s se$ 2 |l淃qZ0r g.4'zzf揓oyҭ{F7*t 1js4 3Chapter1\Signum.m ̾ v>PۭB"lȖH} `Xۅ/wwsvjV,LutjN< Wvg8aOtN:Ya%-VX{|6E^q|FޥX@t /cg&X_3Chapter1\Sinc.m Y~ /'z 2JT.3#(a !K9U,r`j:hz&.NWIh:tNc=@~B$"?S.&t 0OO"1t_0Chapter1\Sinc2.mfunction y=sinc2(x) % Y=SINC2(x) Finds the sinc^2 function y=(sinc(x)).^2; t 1hpPmv9.3Chapter1\spower.m P> /IR ܢւ&1 "ռM?qYAm u/svF{?uU 2xCA0OZTi:f`G3)t(.l80Chapter1={@