MATH_200_200803_exam_3_with_solutions

MATH_200_200803_exam_3_with_solutions - Exam Three Pts Page...

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Exam Three MATH 200 Spring, 2009 1 of 8 Name _______________________________ Section _____ Show all your work on the exam paper, legibly and in detail, to receive full credit. The use of a calculator or any other electronic device is prohibited. You may only use techniques discussed to date in class. You must simplify all answers unless you are explicitly instructed not to. 1. (10 points) Use a double integral to find the volume of the solid that is bounded above by the plane 4 zx y  and below by the rectangle   ,: 0 1 , 0 2 Rx y x y  . You may choose whichever order of integration you prefer. Pts Page 1 10 pts Page 2 20 pts Page 3 15 pts Page 4 20 pts Page 5 15 pts Page 6 20 pts Page 7 5 pts Total S c o r e
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Exam Three MATH 200 Spring, 2009 2 of 8 2. Consider the double integral 2 R xydA  where R is the region bounded by 1, 2, 0, yyx  and yx . a. (10 points) Set this up as an iterated integral (or integrals), where dA dy dx .
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This note was uploaded on 07/27/2011 for the course MATH 200 taught by Professor Kingsberry during the Spring '08 term at Drexel.

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MATH_200_200803_exam_3_with_solutions - Exam Three Pts Page...

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