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Asked Jan 23, 2020
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Consider the region R in the ry-plane that is described by the intersection of the four lines:
6x – 5y = 3
6x – 5y = 4
5x + 4y = 1
5x + 4y = 4
5x + 4y to evaluate the following double integral:
Use the transformation T described by u = 6r – 5y and v =
// (6x – 5y) 5æ+ 4y dæ dy =
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Consider the region R in the ry-plane that is described by the intersection of the four lines: 6x – 5y = 3 6x – 5y = 4 5x + 4y = 1 5x + 4y = 4 5x + 4y to evaluate the following double integral: Use the transformation T described by u = 6r – 5y and v = // (6x – 5y) 5æ+ 4y dæ dy =

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