A region E is bounded by the parabolic cylinder x = and the planes z = 0 and x + z = 1 express the triple integral as an iterated integral for dx dy dz and dx dz dy ONLY NEED HELP SETTING UP INTEGRALS
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Originally Posted by AshleyS A region E is bounded by the parabolic cylinder x = and the planes z = 0 and x + z = 1 express the triple integral as an iterated integral for dx dy dz and dx dz dy ONLY NEED HELP SETTING UP INTEGRALS $\displaystyle V = \int_{x=0}^{1} \int_{y=-\sqrt{x}}^{y = +\sqrt{x}} \int_{z = 0}^{z = 1 - x} \, dz \, dy \, dx$. Alternatively: $\displaystyle V = \int_{y=-1}^{1} \int_{x = y^2}^{1} \int_{z = 0}^{z = 1 - x} \, dz \, dy \, dx$.
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