Solved: Double integrals—your choice of transformation

Chapter 14, Problem 32E

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QUESTION:

Double integrals-your choice of transformation Evaluate the following integrals using a change of variables of your choice. Sketch the original and new regions of integration, R and S.

\(\iint_{R} \sqrt{y^{2}-x^{2}} d A\) where R is the diamond bounded by y - x = 0, y - x = 2, y + x = 0, and y + x = 2

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QUESTION:

Double integrals-your choice of transformation Evaluate the following integrals using a change of variables of your choice. Sketch the original and new regions of integration, R and S.

\(\iint_{R} \sqrt{y^{2}-x^{2}} d A\) where R is the diamond bounded by y - x = 0, y - x = 2, y + x = 0, and y + x = 2

ANSWER:

Solution 32EStep 1

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