Lecture 19

Lecture 19 - >95 A “)5 7(A-sT/Bk‘ t“ 1 2x(t~>3(z> —8 =>3 “4 —3 ’-=(x—S'BLMH LL “Z K(2 3 — u— 50 I.‘yflmtngj Ova

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Unformatted text preview: >95? A “)5 7: (A-sT/Bk‘ : t“ 1 2x / \: (t~>3(z->\ —8 = >3 “4% —3 ’-= (x—S'BLMH / LL “Z K, (2' 3 — u— 50 I; .‘yflmtngj Ova S" m2. ’1. \(‘g\ s (:8 So Xléa: K‘QXVE = stu \QL G~ 901M+|OA1 l fixttfl '3 S (z\€& we?“ AKU’\= C“— 2 Sb 6.“— ?) y] = 69(- 4._ SOLA'MA X754 2 z <\ __ o\ h M as (o M t):— ">( / 5‘.) k1: < l B “l J. \ xt :73 X7, 3 16k 2 (/3 e. x) a “\k (on So HQ ALA-mm {5 C\>L\ 4’ me-L/ {‘4‘ mmr- Aw Ct(z_ (5%- +* C7,(—‘\ Ch“? read“ 3 ((4 C“ + Cl C‘f ZC‘e,“e — CL ef" X+Lj =( B Azgkq a; Veolcor‘ $144 (4)0783 Pom» = <x+1~3) %x+7>3>3, 'r/‘t Solu+ 1' Wt S X but ‘Ravxé. «Sm 0* +$U 3A OJ MIN-B) Mov-Q 44-; cLh-cg—L {a A U «9.0+ or )2 (+3 xm >404 gdiz \=A( f5 (4:) ‘3 (+3 \2 F0“), «300) , (A‘s:le dire-Hon: A: S- l (~+{L— X= k.e\”‘+=( 56.313 H22 M « <‘ole/ [JUL Firm Comflcxw RA”. Qeak ( MA Ov—L (Sm MM. r—er.\ {OLA-x045 . l , X = ( \-€.3f(¢032-6+st\1-€3 ’36 (.05 2+ 4- '«SMZE 3 Q. 60$ Z“: 4— :SIA'Zé- 4- ‘2: 6,052+ P29:«\2{’ X1 : 2 €93+< Co; 2+ v .(/ COS—21c "" 25334.2; 33A 1'6 XL -= an» J §ivx '\- Zoo} 7. Gfivn Sbe. {S X: Ct Xt + (1X7.- 31$ /\ . 3 k W M3 MQA—kfl W as a Mir so 19¢ k Lu A; . Q[%v<o'sf°f$ (2% \(6 ->\ + “i = \L ; ~8>~ + [L = (M? 2:1: K-‘L “L “K K - o Z)(U\a(o\ M xazj m k t (m a: no ML M. (W it: we X: l K C =([B€_ ts °’~ SOL/x oli :42“ M— woulé c 41") chA' 1° 0/. . 3 -L,. ...
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This note was uploaded on 03/06/2012 for the course MATH 240 taught by Professor Storm during the Fall '08 term at UPenn.

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Lecture 19 - >95 A “)5 7(A-sT/Bk‘ t“ 1 2x(t~>3(z> —8 =>3 “4 —3 ’-=(x—S'BLMH LL “Z K(2 3 — u— 50 I.‘yflmtngj Ova

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