Region of integration

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  Now the region of integration is where our 3 shades intersect. You can use the same approach for part b). Check the attached picture to verify your regions of integration.

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  /del(x) = 2*x*y^3 Therefore, I = integration (over region E)[2*x*y^3 - x]*dx*dy => I = integration (over region E) [x*(2*y^3 - 1)*dx*dy] The region E is the triangle formed by (0,0), (2,0) and (2,2).

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