Practice+Final+Solutions

# Practice+Final+Solutions - O Xr-zxz =-J Lxt*x 5Xs=-f Xs...

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ht 8t-7\r+Rz Rs-RraBs O Xr -zxz Lxt - *x. Xs ^Zxz --7 -q -L =-J +5Xs=-f, i5re = -3 -L 0 -7 -L o O -z a o -L o o ?l L; 31 ("1 z) orl sl ol 5l 5t o 5 o RE- R, + frg I {l ;) il o 5 o Ii L} l) [, + e")8. x3= o Xz= q X1 =t -3+7q 'fi{e s oL uTr oN SsT otr nia5 SYSra'n IS ALt- PoTNJTS oF THE ForzM |s* zx, \ , o)u {N l4ryE

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o (B) lrue CRNJNC|T P*TFOEM CttZAMETL',S ?uLE e As 'R' rs srNcu tAr. GztCn )I = o) . 11L\ CRAMerc's LuLe oN THE FOLLd,rn\JGl 7xt+Xz-3Xs=O 4xr +Sxz* Xs = 8 -Z\- x7 *9Xs= Z dzt(R) = (' d,LL(fi,)= Lq Xr= ffi: T=rl dLL(fr")=-lz Y-=d,LL(Ai tL dLL h3)= tZ rrL m = ; ---L X-l= YW = Iz d!*W 6 b Tlre so uutro N SET Tb n+rs s Y sTEl/l 1,5 THe PoTNr ut, -7r2J. A= V},T] h,=llrlrl] fo I -gl = Ll 9t ,:l lz t c I ==Vr:t rrJ Ar
ta [dLl) dLL(n - Xr) = H ns - Kr+Fs t-) I 0 l-,\ 00 = ( r -11"12-,1) I I kI SOLU )t=d lcl lo I lo J l'") loJ Xr =4 ll ol ol ll ol oo Xz=0t tr' lz lo lz Lo =0, (A-(r)r x3 Tl+u5, AN ErGSI\JVwTDK UTLP'SP0NDING -'lD -ftie E-r@\vALUF A=7 rs ( i ) \o /. - R1 -> fZt \A ei I -l o -t -l C .I I c (n -zr) i 'L\ 3] S :' ){l 1/ 'l ouU [; fl [j =Q Xg= f lz=F, /1=7P THu5, RN arG€,JvEcrDYz CP?-S'SPON DANJ G TD T]-+E Eg6,u1\rVAUUe,tr = I TS ( i ) NE DO NCtr HAUT ENOUGH E IG€NVEcn2 p5 TD c/aN STKUCT R fnflTrrx 'X I THus/ 'A' I> ruoT DTAC'o NRL-LZ ftBtE. - Rz+ P,

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a (A)q"=w FOE ALL TniDern, y1e - bY THe Edu EE?E lH€oPE^A, *y (an) [email protected] To o. -? v'r lr1 (B)bo'ne r/" = A !-in l'lJ oc flt I JLIN J- =;;;-27 C) USE LHp. !,fvn
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## This note was uploaded on 03/11/2012 for the course MATH 2J 44360 taught by Professor Donaldson,neil during the Spring '10 term at UC Irvine.

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Practice+Final+Solutions - O Xr-zxz =-J Lxt*x 5Xs=-f Xs...

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