homework1_452sol - _ l _t d +M ha -) -t ) d z- e vb A- ;...

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_ l_t d +M ha -) -t ) dz- e vb ; A- tr4
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@ i;l- X .v LBk Z, = 4=c+) = r*;= 4tul =E f .Y X; ,\) tng[r; , X,tK, +---fKn" *6 Xr+ A{y+'- + *^ ] 4) Y b (tol/vt*to- l=\ tL, -^^/n- t" j.d 9(\^), \ n, 9tu; X*Y Ef eb xttt ] = E[t*r]'J= Ebw)ilY) Vta,*rc. K, a,4,e- "s1"d ildo,g+"^"JvJ- 4 4,H= {tr;] "?)'(-e'F) =e L 9o,s* ui K- paro,"^d-. . A,t.l, h ,T 4,,k) A\^ t=t (..1-rJ qJiW- po,tu'''^ukrf S n o,A ^. iil \"uhd], +0,n, .= (#)" ) y-.- sfYJ= d,,,-#. tt-t)t ffi*, n(q,4) 6it+r=W rr [r,r+t A^ fA -f)\+L
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rffJ: QJ,"t: Var LyJ = h (nrr) A. ntn+t) h z A- a- h 12- 4 Wzt Y= X, EtYl = *L+ *.-+Kh / n I 6r)al = t=l & t-i d',., E^p["t) )L .l- Vanly[= t V'trLR1 ^ ut_' - T=l 'r rtv |rt*r=J *ru,gdJ = J--Att^ndb D-& A t1 T\ 1^-P ?= r )1- I 'arc &' + !d^5 l:- = AdA= b. c.
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J:J d1 db u+? Atdr.5 dx" db b. (o {- " -Ac:to =l ) A u Jo u0 r) 4o* [x, w) f t,-) : iL -rIur+t) =Ae I f** '' -A (ar tt) J ^?- - o 16"or) e j L)o. t^i>O o o*&n'ru/ i de ' dt t +Dto . -1uJ | = Ae lu \! v bzo wSo. tYJ 3, wg V'ave eLKyJ =vFlxylyll= Et.t sLxtyll Frorn PL" tt. \^/a- t(r'ro,.^r \t^-Jr X/Y b !.sr-.o-{- wi \Q.- wr. .r-ea-h €L*tyl- ^4_+ +: (y-Pu) tb^-,2 ,J v.truL"tyJ, c:(r^f") = EIV:/VI-ELxly ".* cLx,tl = ELy [ ilx-+ %tY-Zr)\ J 4rl*) =- z
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l+" y * (L C,6,-,p01/d,J R- t, ! ED:t) = Lc *t ELxif = F^ il- W LYJ gltN} va,L l,fi) glr,l' v*t- f na t)n ej + P: €^' '.
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This note was uploaded on 02/05/2011 for the course MATH 377 taught by Professor Stephenlang during the Spring '11 term at University of Victoria.

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homework1_452sol - _ l _t d +M ha -) -t ) d z- e vb A- ;...

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