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By making an appropriate change of variables, evaluate the double integral I = - || ( + y)e v°dzdy where R is the rectangle enclosed by the lines z - y = 0, r - y = 6, z + y = 0, and z +y = In(61)/6. Then what is I + In(61)/12 Answer:

By making an appropriate change of variables, evaluate the double integral I = - || ( + y)e v°dzdy where R is the rectangle enclosed by the lines z - y = 0, r - y = 6, z + y = 0, and z +y = In(61)/6. Then what is I + In(61)/12 Answer:

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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By making an appropriate change of variables, evaluate the double integral I = = |L ( + y)e drdy where R is the rectangle enclosed by the lines r- y 0, r - y = 6, z + y = 0, and a + y = In(61)/6. Then what is I + In(61)/12 Answer:
Transcribed Image Text:By making an appropriate change of variables, evaluate the double integral I = = |L ( + y)e drdy where R is the rectangle enclosed by the lines r- y 0, r - y = 6, z + y = 0, and a + y = In(61)/6. Then what is I + In(61)/12 Answer:
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