Finite - ~ z A\c'~fX5 q A U C c A U(13 f f x c:1'1 r d(a...

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z. " \ 3 4 5 ~) q c) d) '\.) ~) cI) ,,) ~) .:;) A) (,) ,j ~) A(\c'~fX5 A U C'.:. f x. '1, 2:., ..v ] A U (13 f\ c):1 )(. '1. r I v } (a f\c)':: ~ W'l',l: 1 f )(, l.f. a,,, J AU.C :: A (\ B = ['1J AU 8 -=- ['A.Lt1t. V,lle! 1 0" C : t v, '1 } T T F "I f= r F T
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No. I, ;Z Date ~U(/rYl ~ AI'\. S ~) b} c) AnanC A (\ {J' C l (AIlt3)' (\C Q.) I.} c.) tt) A'f\(3,1\C ( f3 A' (I C l ) U (" c fl' 1 1lf3') (AV8iJ e )' U (arle) T ~) T ~6 'Q F ~) f 9 ~) ~ e) F .p) r ~) F ,...
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No. t, d. Date ; P~jkrn-5 AlI"\.s /t. .e&t> th1 ,:: LO ~ I I ~) c} d} e) 5 F F T T \ I ) " ~~ A IJ % I Be s /l~ ;!h-7/?/,"-'1i ~ 'O-2.r;-~O :: 5 G )0 S's-- zS = 10 BG 5 '" ( ",) -:: 11 (A) t"' r. lA') "% 25 -to 40 "%- "5 n Ll3i ;::: V\Lu}-~(I1') -:::: {,)_)O ~ 15 1\ ( 4 \.N3) ~ t' (.41 +- t\ ( 9 ) -:: 2,. .')- + lr -z. fP 0
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No. I. Z Date 4 ,~ LZO 1\ (X)c y 10 l') = f\ ()() L.",) yt. (:a.) (x),,{. .,)-::: Z-'f~ 1 Jr q 1\ ('1 J 1\ (~) ~ ti a ~ f)o q (l() "(l;) -== 15== 3>: 5 Z. (x) 1. ('1) "" "I (:z.) :: :I. '3 l' 1, S N o'Z. ~ 1'\ ()/!') n i'1J '\ £ ~J = ~ -'I ~ V -:"(2.0 t«; 't) N ~) Y cj N ~) Y A V (J = f q., 40 • C, l, 3 J \ ) IG> l~ l~) ~ (~) AxB = { I II 'Lv ,\1 I~ j 1.(.4/ ~w A~fIlJ -:. {~v: J I "V 1..,. .-lN" 7,# J 1\ ( Pl.) ~ 2.5 ,,( PL) = 5" J'\ ( p~ ) (Pl) -::. '2.- (P~) «0 = #'\ ( p,) + I'\, (pz-) -::. 1\ (p,) + $' f1 (/~) ::: cg (PI) (P, J 'Z: ¥ 0/2 -= ,; 2- Il (pz. . j ~ S ::. z.£; h (?j) +- z..n (
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No. I. ?. Date A/\ S l~ 4) ,,(A)(8):: to I'\(AJ=5 n (8)="2- L.) t\ ((jx(JlC(Jl~ ~ 1'\ (Axe) "" n. (A) J'\ (8) = s-~z. =10 2.0 A~<tJ 81', ~ 1\(4'j~lJ l\(n)2.-{ ZI 1\ ( cJ ~ '15 (3 {cJ ::: 'i"-~)-'7'Y -I- z tL If - ":fCj ;;. 'i 'Z:~ 1 w <\.1 5 h Se Ie "I- B ,~ 1\ (8
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This note was uploaded on 10/16/2011 for the course MATH-M 118 taught by Professor Kirk during the Fall '08 term at Indiana.

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Finite - ~ z A\c'~fX5 q A U C c A U(13 f f x c:1'1 r d(a...

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