hw2sol - %®MQL®QYK 3&2, $9M%Qfl$ ax, 2A mmwgms...

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Unformatted text preview: %®MQL®QYK 3&2, $9M%Qfl$ ax, 2A mmwgms tzxfiw-D xi (£3 E? m LEA: é? M U: «‘13) 34% Lafi‘mfixfltécw bsza «w twig == 35“ x3 (if f”) *2 45° Ema LVW M1 0124)] ‘3 Cdzzm, {him W x1245?) Wwam U xix»— m iifl : xiémw Xaifl W \§ aim}? X Fifi” 14%.; XLZWZ [email protected] KQQJEQE : Xéifl ’ 21 ‘ NOMNEEK/ 30L 'Zwl wkm M gammj ,.. “3 mm} we» may xziwm m 32%”: :2 mam m fiwfxfifiwil ng‘bfl: 2: § Ea)? J? bxaifl '3‘ QERK Eqwgfl bXZEVVQ § . ‘ ~ : MQQEWM “iibfljgé A; \3 {Civiflm ‘" Klim’i) :LNENL “a JUAme "‘ “E3 \3 gain} :2 ximaflal "4% 1:; Em}: QEWQ» flay 4": XEWWM~ fim’flvmfi \g%»m$: film’flfi‘g" xi,mean ‘.,, 3Q; Zw%q Z {is} M: 3 mi“ mag ‘2: mfg M. g » ‘\ /~ at? WW_j am afiq fly/y wwwme flhk%g&fl:xfifliggfl 1 2, fi[email protected]@% l ‘5 {W “a “‘1” X3m1“,>ilifi.m3 €15ch Zfli’zx Kai’g‘): wag? xwxkaiyg? ! I X RTE :2: QEZ‘Sfiggjfi‘é g y S35: d 3%; 3 w v“? ‘TW 52% A? 3 3 L M m V, W W 4/ WW 9 r ‘ A» ,0, TX by Cmmm 3 i 1 3i” €5L1%,%332w3{2£ 5% 233+ 2&9”) $534.54? V) «~er : X2233 «=2? qgéifl : 1x5 {39) ~§: 75y»; 3543-465 " X15353 “3? wk} : Ziaiim m2, mm?) We); mg m 3;, mam “‘4‘? @238: : Zifitwmg {jg—n1) 45% _ :- 2W + weiwwtww 3mm}? rim: mm“ (#:431stij + 5k v.2 02%) 1:733 flifléw mm QQ 3mm Zrfi‘ Qmi 3&3: K 5%” he) m x§&§%x§§§}a Mwa—ma. 9H?) :ZXLE) + $§<<£J§ 4: 3 .. I , W “““““ M th/‘wE : 2x Us 1&3) 4* 2:me ” ‘w 43% WW? fiEfi’fiiw‘wfi KN~ \ Mt} M 356% VJ: * f: XML?) a» 5x£té§5> Kg: 1: 3:19; 4% 3 iva if 5 5 2% a: 3M ~‘r ’33 §VQM«?& as @/ [fl 3) 3 MR3”? fixibz‘y ; utfigfls erfiiwa 4v gyfiwfl M1 2 2W: )3 13mm? 5mm: » a“). + mtg?) : :1" ZEQXQJVQR“? \Agfikflg ,3? ’Zgszgij J‘wagxzék’fl : 3" =5? T fl ........... .321 a,“ A, V W% W @fimfim 1 , _,__‘.W_‘_., ,4 T: am: 34653 #3? mpg}: 1x19 «a: WWW M}: mm Q We“): flaw Niki)”; 3* me axékws‘)‘: 2 fiéiwficv Ab kfiUvako‘B 1; 21%" my Ebfiéwb? 3%}ng ? ‘39?» i2qu Mrw x332: “gomwfi Xfifi %M&M$ 301, 3’30» “515‘; mfi‘mfi‘? wig/{Kt km} 4: mm {3, a akifllg“ bfigyfl A!“ Ifififivfifi°§ §Wz§m§ \33wa1 : QM 3EW1% Xagmimgl « 312%: Mm» m”: finang “2,4 mfi @SZ EM WW : 01% xififlfl Dsggximiwfib, mm” mm @8 ; 'fi 5 3 4- w”? My“ Mgmw i We mvmmfl i 3 WSR \ELV‘CX'Z fl _ 3(3ng W? CNMME”? Whigs “% 953% G ‘1‘}? EM}, ‘3‘» Z X0324; Ew‘ék bfith "Em 2%” 2;." Gt.) :zpwmxiw‘x ‘3 Oagfiyfl Jr §®Wziflfg jig“; Wang: 5-» Kym "% mix, n W 2% X D m m‘lié 1:. Wag {3:2 23¢» woa mm“ mmw v 43$ ,4; 2L: ’33 flat, 2"” % ECE 301 HW2 Problem.5 t = linspace(-10, 10, 1000); x = 2.”(—t).*(t>=0); x_1a x_1b x_1c x_2a x 2b 2.”(-t/2).*(t/2>=O); X replacing t of the previous line with t/2 2.'(-(t+3)/2).*((t+3)/2>=0); % replacing t of the previous line with t+3 2."(-(t+6)/2).*((t+6)/2>=0); Z replacing t of the previous line with t+6 2.”(-(t+8)).*((t+3)>=0); Z replacing t in x(t) with t+8 _ - 2.“(-(t/2+3)).*((t/2+3)>=0); % replacing t in the previous line with t/2 t1 = (t/2+3); x2 = 2.“(—t1).*(t1>=0); subplot(3,2,1); plot(t, x); subplot(3,2,2); plot(t, x2); subplot(3,2,3); plot(t, x_1a); subplot(3,2,4); plot(t, x_1b); hold on; plot(t, x_1c,’:’); subplot(3,2,5); plot(t, x_2a); subplot(3,2,6); plot(t, x_2b); CX 05 05 Z :3 Con/€517, 2‘- —1o —5 o 5—7 10 —1o —5 o 5 I _-“10 —1o —5 o A 10 the. WA 450 Mt €51??? *MSWJZ 6 {9 “MS Std/CU kg 7:. first. 1 (egg/7% ) mggmfifi 62416;) Q ‘ C“) W: 3pr ( gm} V POW‘WQ‘O‘ “HOMVABM WW; 5 M6 0‘79 (15+!) +~ L MW?) 75 a SM(7QE-t4e§>+ ’ 'fl—v—M—M W‘CMWI “ML gut") lavefidfi an ’XCJc-H) , bg‘,‘(héfie+u>~ " «mu mmch : w-m : smgwg. 4 b _ Th wwa my) 90‘ m. gym w rmagxé“ 7<{‘€"fi>> Ca» 31.5%):- Sir’ECWif'tS'Vi} (/0? we gnaw a Me) . / “OM‘CflMéo‘L 51% wt) (Lap—ewb we {maéufe Tm?ij - ’ 815va smx \mt')\=»\s:n(x€«ém}\ S 1 (M‘WfigMO MW? “(MW (WW? fii-éj‘ v.3: {gnawed Drmf) W); (XL-tab" —- OLA/mafia MAWer ’ OOH/K Wow} 6MUL 5%) Ms M X664) ‘ — fi‘M—Cnvowtcmjt —_ W420? («(#thij flow: Ti’flf"f°}35 ’ (fid‘fr‘ka =2 afiv‘fb) J. wLu/e. Gift/VMR HAL gagéfim Hmagwmwg‘ww r " weal WM 605-) Ewes; Mk,“ MWM em Gwéwa tmpmfi. _ QM.ch :\ é ML Ff- 60) (91d) (Lodz) " JC°W4‘AVW~>&1,, WM :0 = THU-~21? bwm‘ v gm (dB/1:) AM My}? Mud (m 7([013 'wrfaf/IJ/ not: 0W "W / {ochre mpwt \ S‘l’AbLL : rain] S O“ ...
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This homework help was uploaded on 04/07/2008 for the course ECE 301 taught by Professor V."ragu"balakrishnan during the Spring '06 term at Purdue University.

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hw2sol - %®MQL®QYK 3&2, $9M%Qfl$ ax, 2A mmwgms...

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