derivadas parciais e direcionais

R d k dp p v wsp p ym4 me e p zyme mhsqn n 7

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Unformatted text preview: { { r p r pvr d k{ p p{ p kn p p E V E 5 5 " $ 5 m me d mz v 7llssp E j V " $ lj V " E" " ev m k p l E" " E" ' c" " vp d p E E d mm k p " lf ' 2 f " q} w' " wsxm e r m4ewq p d v p v r p p n r d k r p v r f f " f f `I p d " }w' " sp h f I f m{ mr lmDm k p mzmr ee d mz p n p d p { p n p { dqm r {7}7 ' f { v p d v k d f k E d " p { qv E" ' { v c" p { qv p d r { v r n r { p p p v d mmspy& p{ mr n m m k p p qqq7 l v p |mmlzm|m k p $ ) ) ) " & ) ' #֥ 2x$ #} ֩ " j Q 0 ~modqmepmrmsq m nzy e |m q n h r { { k I { k A9 @ I ~ I o ~ ~ I ~ g ~ I ~ I ~ I ~ g mpe P k k qv | d ~ ~ ~ ~ ~ ~ ~ ~ dr ̥ ~ dr ̥ ~ dr ~ dr ~ seemr p n v p v d p p eepmqm 7mxe ~lm qmep mmsq m zy e 7m z De q{ v r r p d { r k n{ { 3 1 ) $ & $ 420('%#"! {p r s n{ k e 7m qv $ qmep mmsq m zy qd m 7el mm7qd v m" Czy { p d C d { r k n { e { m p i i h f E ` s ~ semk I C d 7mssp p n r p rp ~ I % ~ eeemr qv | v d p n v p d p d ~ ~ & ~ ep d{ w r sq mdqmι ep mmksq m n}zy e 7m d 7m f p ws p m4v v k ~ { r { { p r vrp pp d d n { p n 7qv | {zy e 7m k mk4 veermk mk i`% dw 7sԷB d i h f ~ { d U gy ST I I I E I I I I " I ~ I I I I t" ~ I I I I I I " I I 0" ~ I I z " I I ~ I I I z" ~ I I I I I " I t " I ~ I ~I kq n h " ~ I d {p r k n{ { ỊIP C " 0 ~moqmemmsq m zy e |m E I ' j " ~ ~ I I ' I I $ ~ I ' I I $ ~ g I ~ I j "...
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This note was uploaded on 09/28/2008 for the course CTC 101 taught by Professor Lots during the Spring '08 term at Pontifical Catholic University of Peru.

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