hw5 sol_2b+c

hw5 sol_2b+c - ({J :; ;; cft?j E IE. JILfLP-0re J{ffJj 1= r...

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I MATrl IJ 6 2--60~ __ ::: J f :: On! {' lLLf, Pl I P -1J f>tlrJ:ih~YIr 0/ /l J (L J ~ ---- - - -1-1 - ~ < L C f, &J-) &3 and fie, of IJ - £4fIJ"f/ I~ - U(g-, QJ) < jj t ~ J J - ~ < _L (g Q't~ L ( f)~) ~ L (f J P) s;;: U ( f) P) ~ U ( fJ Q I ) L ( g) Q 't ) ~ L (~) p < LL [g) P) < U (i-) a 1 )
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tl2ttl if f~ -~ ~ - E: - < P) .s: iLq.;I p) - - - L (}J P- ~-l.LLf ' eJ < jf f t E L- -- - --- --- -- S"o L ( 11 FE 1- T L {tL , Fe)::: L (/fl/p' f - -r --I~~ ~b (11) (f ~E Po! -~ 2. J1-A (f t!) ~ (R) -= L C f f i) FE) kePt - < .5 iRp [fjj) v (PJ ~ U lfti) Pi:) n.~P.5 - ~- ~ is-lLPA{ LJupp. 9-1 (jz) ~ U l/)~) -t 11c.,) ff-). - "e:Pe 0
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--- --- -- - - --- - ; -------- - ------ ~.$ U ( £tj )~ - LCitf } P€-)----s -- f- -! ;-1- )~+-ey~ -C (ffj~ = inf-f-J11 #-f-J e!.l/_pl /.1 f1- P~d-J1JJifJ f-LD "::: J'JLf { lLftj, e~_1 e f LJ ?artjt/O~l 6/-
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Unformatted text preview: ({J :; ;; cft?j E IE. JILfLP-0re J{ffJj 1= r f t If T~tet1 J I f-~)-= f £-t / t ± cL -for _L01'11£_£Lo -o >~--k~tiJ::tY1f { U Cftd;-P) -JJ_u cc,-fLiffCtlo of--E} ~ if-1: J! t £ -E)I (j) ) ~eJle,c)-thece iL tLp-arjJjjo. .J:J-()f-fJ-~ I JLfiLfy.t~1 cb'?fr~d,~h:}1 (an eJ e.-"~_e ",+ l~ rj er hCi.h. . the sef-s u.pper-bOfAnd) /i) d < 0 1J (f of 9) -;. J I1-fJ f L C.f T!--I-f) J p; a_/¥lr+;tl~>J of J1J ~ jf -t J? -(-J), By u dP1d 1/j J we Je£--rhaf jlA-lf~JJi:J1 j(P!) j:=-J;£. t Jf reJtd tt JfJ cOhfra-t!Lcf:; 01/1 • So J(ri-f) ~ jr + /f -s~o V J eJ1J of tile-td-ea ( eill e (Iv ~) . . .--J(;4-/lj "::-J (f f j) tVlume J{ff) ~ If tff fcfff) -= Jf t !J fJ...
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This note was uploaded on 03/27/2008 for the course MATH 136 taught by Professor Quinto during the Spring '08 term at Tufts.

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hw5 sol_2b+c - ({J :; ;; cft?j E IE. JILfLP-0re J{ffJj 1= r...

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