DLS Assignment 2

“ shine ae Sen 7 end (en Sa 436 Ext ABHDeDYeos Ae (he Eee ae } peels) Caleadaton op Stob \A-ATIS2 2) fotea Ss alia) 4g =2 ae > ded +h 22 paul = Qad= oa oe Cenosoctanshe eeushoa) CEA a egy tarnitoy “YYenen ter £72 eo (ate ole ot) A Cea anh Co.stospt — er 22, 0.54051) orca = Were, (-0.5=0- =) => le) = ee acm (os) > KU e SP" gin lo.sjee hsl0*) eAts hob rail) ate ee poe eno =0.5 2 % co Ren peck Be Eee aniecy een Go (0.5) -0.5t a 39 (0-SE =0.St € Bin(o-St) oe ee‘ Ps fe OL ¢sr-ay" =) =n eae |S eee See Z 1 ) 8 \ Sx5465 [50-5 SI ee 5 TaTeS: 5 2 = Ax} PaAoS Brst OS 0B oer AG ie SE (Ms Ost-ginost) 2€ PAtd.> <0.st Price Bn (05) S (Gos (0.59910 ~ Sn (0-S&) — 50-St : EAE a Ceos.st)+Sn(0S*) 92° * sin (0.50 -0.8t —0Sb -@ %(0.St) Se (hrl0.si+ Saest) X = Arcorsu Yo Cx+ DV 4 xia (SEA ei) + CATA) BO) oe (gt bc le + S40-S Says4 0.5 eo oy S4S40.5 Sees a b= \s,) te x)= llSo xine | - 37 sys grsrvS i ae -0-5 S+) 1 ExsroS — Se540-5 B L puts Gees aeRO OMe | 05S Av L oi T AAS Fase 5 a Pst Bs S Neem f i oi ee Us MATLAB, Ne Get i oa it B85 ( i| ee eae (tos (ost) 44 botest)) xta> [Se 2s : tye — 0.5t ) — Zerk (te (ass set (est) 25 as wi eae Output Ge Cx+09 ye fd ea Ys 1 Bice yo (0S) ys gh BE (as se) Sh SO ) as 2h seopruse quips] Sto Spee ie ==® Ques a 0 Oo 2% a Le 7 | Pe tet Gee B20 YoAr x= A) ye Ay Ars AAy= es Al 2 © = A\+A, Dials ae Ca CmS Secon Ov» Pee “le oO aoa 28 A, + A eft ee pas ena aL eeu CREME! mo [fe ef 0 ome os ie ALE 1 e = We tare f ! & © One ee SO eg me CoS enume Xb) uatignaiee SoaWet) Te Waren eh, (9) ys ela reat ty ts) ee ine cet aR x3 (0) at yee CX) nlojater® oa) era Mal =o yl) YALL) = © yy (2) abs) =) Moe ret =p Snpvt Ver 0 Quad ye Anes : A= i ‘] a) eS) Ait forall Squahen Wht YE) Aa ch as ah BWA, Glee MWe {. Sols oy y= eK Uh) 3th a ered th) a wth) = C= beh ala @ atte eebath)s eF rll? Aus) ao ia Gnaeus “Si tte) i) diy tat Be ac a Qie ey as a (6) z k ae asta hak? is as me ), Nes:QS! 2 42 ae Sapa Sees A EFC) 2 oC tie Ge mitre & ve) ae ee gene at Ba) m eee ood (tb) ° my (t) [os eg ee) .5ee)| | oly) e a Stott Penson Mati ® Useg Yeano Baker Series Tn 4 i Ohya 9) TZ We yu) ye Tl) ds ee per 2H aoe f Re 6 STG) i ie ae (ce Cae | oc ane és — = We I MOT ds meN 9 mirc te &) \ ) [ee al ee >) 6s (02) a 05 SILER) 0 ae i a -5 (s+ 2) r8(S-b) oS S (S=ti) fe 4 ors \ s (GE) = Sig cas | to G = (eySo 2 eS fF os Cerys t)ds + 2 aba set ae 43te 6 = (-yce) ica m7 aves i Wee) ° *) tty (0s ree SS a ie = 5: we) a Tos i NK Us Ne ° | a & (Ana), ‘Sil ee i V See oe a ‘ 4 04 eae a \ o | BE Gz Ola wv ea Veco sepuaratehen = Wye ON Vy 32 Wa OY ayy We OM > ae eae agoy) . a , -3rl | ae ny, > 2 ( (Bimiou ty Ce te __¢l\» ia Sime. ry Ge} ienea N= [(4\ \vew oe (a) re) Closwu Vuindr Adcbhon ACHSUE A Bea Nicaea) ne le ee x Org) ne Ce cn Cyne ie Snu the Reb is Und a Addinoy o Kolo »ulKplicebon > (8) Closure Un das a Nes { Dhrnensi a eo ven ee for boms Bra (1) 49 Ge. Seu (X) 's Tha yearsVector Spa = One dimensyvo © heat + ) Gury erm Fey | ae = STV oricltren ‘nds pendant Vectors ah [Y This is toetthin Te Tahenad) numba Pol Ro if Vi VP ass, Gacouly Aspendont On fa fret Of qohonal Num bors VUp us And on +e tel af renal 9s Sana {| =o lee |e of Sky =0 OG oh gh 7 AvivG a Ae Uneatly Independoe on loot Rahonal no. he Mons No, AcE ol) Aap) pers 3) es Jan fot Null Speu AES) f f [ic EeTe en. ot | =) N+IA=0 Wes at a S, = > For eases a Ax=Ltvo EB] 3 = Wit, TGnk (Aj= ) Nally + Tonle > 3 =) Rank Nutty Teeuwen = yeak (N(A)) 22. “2 [goers ae bene § Got, Gat) Fonk (R(M))= 2 FEM (N(Ar)= D-2 =o For As ie a {% 4 eran wh al bg Ay in BMN421 +92) Th Sa} A) ment hy 42, 449 b, | 2 Bes [iit = 3-1 = 2+ fy x=Oo Sy 314247 Fh=0 a Mae =Bm, 2a, nf % “8 La) ETE] Bins4, Wena [14 Eg Gus Aisume how exist o Siiniloonhy PreansFomma hon Malin P Alich they PAplop, Wr b= (1(0,---9 iho pth, OM Db, hb, --A b= Fark CPE, Ab, Ab) = onl [ Pb) PAP’, -PA™'P" Fb) = V6 Phe, Nebe-- AMD) =o aa eee le A melyel == \ au sThine 24k On NI Vert bh Ruch tho crank Lb Ab, - Wb an Lab qpete nl 9) [ Mo, by-= AK)" Pz (*] Wow PaaS be cause A? _. p= (9 1 & tak na roms y Ac ‘iat! (hel fn \ O89 Nearly opal 40%, frusy Cr-iprous PA_ © SW lost ood 5 AP wr (-&.-- maty,) t24y (ATA oD =qh by Gilg rama] Meer Gud ay 3 ip rea 4 xthe guy) 2H) Ky Ze AE BINA > bayz* ible e) ae = Aw gsm 2ea8©) oe 2H= bust) gL wd a= ach) +f ply?) y2) Ueda Se WS Hlts,t} Alo, oe Tey here S nettle pugpy 0) | pea plzyulz) dz a Que Gee, E] AT Salen" she Unique Satie of Re amartix epuaten Woe AW ry, WUW=L - pa tows (BOHNTS EF aco) . = Hay 6 (att= AT (8 6) es oe a Leen”) oe = -¢ (bz) Al) ro Ga leb= CE Cy ett nel ang QUE? Genats he HettTD Se ACE), AIDEN, Tas aazast epeated Zo KRU R, RUb)E RMI = ae) RUIDE WED RE) f= Zwxw) fw snr ease = SeoegAted EB CITROD) Meedseyet | = Xe pie! Ble, Orstb) She pene stou™= (pe ax ttyt-2 (8) 7 ats i= C =) Cy) ~~ (18 ae S853 > Coe) = Pen 39!) > Vy > Space of The payronial with depse 4 Vg > spre ot paporial sth chins <3 Ft) = 6-30 20 THs &= 30%) pry=% ik qtade 0-8 = 73 pore ae(Vs x2 TOe)= Gx-3 (3%) = ba- 94> yorert wae w= 2 Th) = Olt O-4+ bat poe i= 314% 40 A b% aes 2+ (Coe oe FO? er ga e® BOs a= OltON+ \o-n +(e4@ Satuhon 1Y Alejo Ant) + Balt) yib= calt) Abts) = AKDABUIAD (Sngring ned y= 7x(4) ae yaye Xl) x)= Cgt-A) Bu) ic. (isi Ay! BA) yO) 2 < (sr-0)'b us) => we ATH) VO) 5 wh= e240 BZD =~ a ad)= CLT zs) +clvG) yt tvs) vege AE oe, 1 et aa ee rietsll © (aera ie ioe ) e Lacs = 6 ef-seeh) ® Deca” | 7 (he) = (4) | Hence Prveof

DLS Assignment 2

Uploaded by

Copyright:

Available Formats

DLS Assignment 2

Uploaded by

Document Information

Original Title

Copyright

Available Formats

Share this document

Share or Embed Document

Sharing Options

Did you find this document useful?

Is this content inappropriate?

Copyright:

Available Formats

DLS Assignment 2

Uploaded by

Copyright:

Available Formats

You might also like