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Math · Calculus
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question in double integral

athNet JNLP client Let D be the region bounded as follows. . D is bounded from above by the curve y 3 . D is bounded from below by the curve y = 31 -3 A. In which directions is D a simple region? C D is a vertically simple region (in the direction of the y axis), but not horizontally simple D is a horizontally simple region (in the direction of the a axis), but not vertically simple. o D is both vertically simple and horizontally simple. C D is neither vertically simple nor horizontally sim All rights

B. We wish to calculate the double integral of f(z, g) over the domain Find the bounds of integration for both methods below Method 1 do f(x, ) dy x+6 Method 2 dy f(a, y) dz Instructions: If the region is not simple in one of these methods, then enter 102 in all four input boxes for that method C. Let f(z,y) =y. Calculate: O All rights reserve

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