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test 2 solu

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Department
Mathematics and Statistics
Course
MATH 1013
Professor
Peter Taylor
Semester
Fall

Description
MATH 1013 Applied Calculus Section A Fall 2012 Test 3/ November 26, 2012 Student Name: 10-No.: You have 50minutes to solve the following problems: Show your complete work. The maximal (capped) score from this test, including bonus points, is 100. Permitted: nongraphiccalculator a1dprewritten helpsheet of standard letter size with your notes and formulas. Problem 1) (32 marks) Let ~ ~~(_ 5 r~ea {0 ( X ) 0 a c-d. for- X C. 0 A.o 2 Q "x - l a .::0 '? ==..-\:"" 3 .3 ? '2 ? .:. -1 a .t a "' ~&( x.-.:0. X-.;:.~ I X' (V?{2)·2>( ( ; t.v-"1(x) - ( •· lA..~-) { VV1 '2 -l X - X -'>0 3 X- I (vi3)· 3x )Gif X-.:>e>Q I = 0 = { 1/1/1( ~ )X. { V1{ 2) (V7( 3) X-3>0 = (. ~ o. 630.9 c) /,rVv-1 (/1-~2.)X d) ( /v.., ...rx X-:> Oo A:" 0;+ /v,Cx-T-1) I ~ I V\./1 z..r7 IV)( { -f 3; 2 )X = X. lVI(_I + ~c?) x.~a+ X v- { VIrAe 4..-.\/1?V\_{e. forVt.., r>~ f>O"' 2-fK' [ ; 1/Vl ~ I X· ::'~·~ f-I,V1/) 2-Q X->Oo x:::~o"~-2.. x~o-~ IV~(I+- ~2) = {,·VV1 = C>&d k X - (; vv, (-3·'2 ) - l~ ~"2 xJ = fr~ _b__ X.~~ -...(~VI/
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