hwSolutions_2.3

hwSolutions_2.3 - o Hornw oRK V'= @ L (zso v(o\ = c v(r") =...

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@ o oRK S"OLUT toils (zso - v) ao V^ lt, LEO-t/ (:' ) zto-,t ut?\ = uo b,/,, L* t Yt = 2{O-v d^=-d'/ Hornw V'= L v(o\ = c v(r") = r oH't *epr*a V. L 5 I L /s0- v - Lt+ Ct : L+r t, ) h 1^y = L,( * c, ) e^ lz:o -,/l = cr- Lt ("=-c; ) ga^lzeo-v\ = e%-L+: cr€rr \-& ( V{u&,^/e iqcl€u-s€s npl ercetd"T \to btL, : crtr , v=2so-rrro( n,/r^n( Cvn&-n)^; Q: vlo)= 2SO*Cre" , Cr,elo 2{o - 2"{D "'t v(to); too : /oo : h? ) L',*0"* tu w leso - vl : S i"to v Z9o-v ilsi,* lL (l 5" I,t ;,^ V: +L,( LaL ' 0.^ g'o' = 2{D - 2ro c'k ) e'o' = 2tDii:la. #i zso(,t-elt^*r). ppo , u-1u"3*' l- W=l-Lr-- ts -- *h?+ = ut ^-t=Qod"Atailr4r.s' 5,o ul*)= &so ( f * e'*e?+)
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7 &t^ xtt) - X (o) = +t cp @ \u'= - Lv \ vto\ = \o S*1s lviro) = w t+ls Serywt*, # = -L, ( u'dl )a= 2,o = 4D e,- wk C, = 4o -l,ok t I 4a - L+t <, *-ls+-oslt UnL ( Cv ) T - ,;e-'r \-b*, ^- ht+c, tL) \-/ : c" e'L'o e\) -l^7 ' 'Y+& r c = 40 (-f"):e'durQ= ^*c, = -He-h'lrr ,t = -W+ dh" - EA+ x(o\ * H Lo brc, f; Lxol Atl J- ,-Tr\ @ \'/ l' %x P / \4- xLo) + ffi(
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This note was uploaded on 12/13/2011 for the course MATH 242 taught by Professor Staff during the Spring '11 term at South Carolina.

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hwSolutions_2.3 - o Hornw oRK V'= @ L (zso v(o\ = c v(r") =...

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