162E3-S2008

# 162E3-S2008 - MA 162 Exam 3 Spring 2008 Name 10-digit PUID...

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MA 162 Exam 3 Spring 2008 Name 10-digit PUID RECITATION Division and Section Numbers Recitation Instructor Instructions: 1. Fill in all the information requested above and on the scantron sheet. 2. This booklet contains 22 problems. Problems 1 - 17 are worth 4 points each, problems 18 - 20 are worth 6 points each and problems 21 and 22 are worth 7 points each. The maximum score is 100 points. 3. For each problem mark your answer on the scantron sheet and also circle it in this booklet. 4. Work only on the pages of this booklet. 5. Books, notes, calculators or any electronic devices are not to be used on this test. 1

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MA 162 Exam 3 Spring 2008 1. If lim n →∞ a n =0,then X n =1 a n converges. A. True B. False 2. If X n =1 | a n | converges then X n =1 a n converges. A. True B. False 3. If lim n →∞ n p | a n | =2,then X n =1 a n converges. A. True B. False 4. If lim n →∞ 1 n a n =2,then X n =1 a n diverges. A. True
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## This note was uploaded on 09/13/2011 for the course MATH 162 taught by Professor Petercook during the Fall '11 term at Purdue.

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162E3-S2008 - MA 162 Exam 3 Spring 2008 Name 10-digit PUID...

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