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Unformatted text preview: Prof. Girardi Math 142 Fall 2009 11.12.09 Exam 2 MARK BOX problem points 1 20 2 10 3 10 4 10 5 10 6 10 7 10 8 10 take home 10 % 100 NAME: CLASS PIN: INSTRUCTIONS : (1) To receive credit you must: (a) work in a logical fashion, show all your work, indicate your reasoning ; no credit will be given for an answer that just appears ; such explanations help with partial credit (b) if a line/box is provided, then: — show you work BELOW the line/box — put your answer on/in the line/box (c) if no such line/box is provided, then box your answer (2) The mark box indicates the problems along with their points. Check that your copy of the exam has all of the problems. (3) You may not use a calculator, books, personal notes. (4) During this exam, do not leave your seat. If you have a question, raise your hand. When you finish: turn your exam over, put your pencil down, and raise your hand. (5) This exam covers (from Calculus by Anton, Bivens, Davis 8 th ed.): (a) Sections 10.1  10.6, 10.8 for the inclass problems (b) whole of Ch 10 for in class fillinblank and true/false problems (c) Section 10.7. 10.9, 10.10 for the take home part. . Problem Inspiration : See the answer key. Honor Code Statement I understand that it is the responsibility of every member of the Carolina community to uphold and maintain the University of South Carolina’s Honor Code. As a Carolinian, I certify that I have neither given nor received unauthorized aid on this exam. Furthermore, I have not only read but will also follow the above Instructions. Signature : 1 1. Fillinthe blanks/boxes. All series ∑ are understood to be ∞ X n =1 . Hint: I do NOT want to see the words absolute nor conditional on this page!...
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 Fall '11
 KUSTIN
 Calculus, Logic, Mathematical Series, lim, rn rn, conditionally convergent divergent

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