Exam 3 with Answer Key - Analytic Geometry and Calculus II | MATH 175, Exams of Analytical Geometry and Calculus

Download Exam 3 with Answer Key - Analytic Geometry and Calculus II | MATH 175 and more Exams Analytical Geometry and Calculus in PDF only on Docsity! Math 175-02 Name Exam #3, Fall 2000 14-00 Show all appropriate work. Put a box around your answer. 1.(£0%) Determine whether the sequence a,, = He) is convergent or divergent. If it is convergent find the limit. < a oS Wy bey lt€ PE “ten 2.(10% each) Test the following series for convergence or divergence. To get full credit state the name of the test you use, apply the test and state your conclusion. ave Lewy Co ay Svan (Eup, , leah / atte 4 nol ey _ f,> Congr fe  oe 3.(10%) How many terms of the series 57 a n=l with an error less than 0.00001? < eeror = [S- Suf< baat = nti ed a Ari ~> w } OC ebocl , Ge aK . fee) AD GO Mob € Soe , pr Ea 4, (10%) Determine whether the series)“ we 1 u is absolutely convergent, conditionally mel r ” do we have to add in order to find the sum hin) J yo ! / / : ; / de gy ELAN J me yf ie) ee i, din BU Fe 2. foe jx pehin ye Ak / fs (22 / Poy all sere, Od ] ) Ce fy