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March 22nd, 2008, 11:31 AM   #1
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Quick Question about the Limits of a Triple Integral

I need to integrate a function (x+2y) dx dy dz over a region R that is bounded by 2 vertical walls in the planes y = x and the parabolic cylinder y = x^2, by a horizontal floor in the plane z = o and by a sloping roof z = x.

Does that mean these are my limits:
0 < z < x
0 < y < x^2
0 < x < 1

If I'm wrong can someone help me?

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