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Spring 2007 - Ebenfelt's Class - Exam 1

Spring 2007 - Ebenfelt's Class - Exam 1 - Vi MV 1 0 ~...

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Vi MV\ 1- 0 ~ S\7r\V1~ 2.001-· . V\ l ol+ ~,lVV\ 1.- 0 \ \An 19 V1S II ~ L-~ + \A. C l) ~ e >( Q..lA- X o.x vc to -f-( Xl = J S\y\"3> (-'vI d~ e. X . Y\~._ e evp r ' ~( tV\ L FTC.J b V'tJ1"' ~\ rs+ ~ 0 CA-. \, ~ ~\ -\-W-L ex- t-\ V\ <j o ~x J SIV\3~+)Ctt~ -I SIV\~(-t)d-t t X 0 ~ - 6\V'~( eli o SO) etx (+ l x ')):= - ~x ( f 0 \A V\ ~ ( t ') \\ -f ( lA-J e,+t~'\N c-: \2. .",\)\ Gl; - s \ V\ 3 l \A-)' d \.,L clX
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o .+lX) ~ ~3(-b) d---t e It+ VtlX) ~ e x CtlvL ::: e x ~X . =-r~ CCf) ~(-b) Q-t o ~ (-P l X)) z: - !-.)( (J O ' vt ~oS '3, (-t) o. -t \..•. (lX uv". . ) ~~ \\ -tC \J\.,) I' ~~~~~ ; - cA~ ( . JotA COS (-l-:) d -t ). Q< ct. o,. x -~os5l~J' c\Vl. cA-X
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f: -tar' x J;< (OS x - Sot~ s ,c;""'x COC;x _ J,x. C 0$.-,<. ( l€-t U :::. cos.-x ) ~> () :=. ( Tke. 01 loof , cere A. o I1.IL IS 7t A- .--- i }_z,:~ Je - S''-n'2 f)] _ :\- - 2- A::: +ccsz~ ,--. . - 2. if- q
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Q~ ~\V\ ct +VIe, CA r 0-. Of K. A\ "I ('2 I 0) . V~~ ----'flG"----~3> .X 2 II /7/ / / IJ Ii ~ yl~ -lill So\~+'O~ ~', 6\ ice. \1\ Of\t;OV\+Cd \~ · o 41 % A\ e. C0~ j \/ \ h ciy ~ ~. y I~ \ D = ~. 3~ o SO\\AhOV\ 2 " S\\C~ \J~r-r\C \ \'f. ,Lo- J- - m. 4 V\ o. VV\ -:/. \1\ -\ \;\ O'v-t 2 '( e \ \J V\ 3 o~ ect IA ~ I r e Cl ' \/-:=.W\X I.-. ..---~_---A~ (2 I '8 ) W e YY\\J\ ~ \ -V\ V\ cL o:
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This note was uploaded on 04/29/2008 for the course MATH 20B taught by Professor Justin during the Spring '08 term at UCSD.

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Spring 2007 - Ebenfelt's Class - Exam 1 - Vi MV 1 0 ~...

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