Question

Rewrite the following integral using the order of integration dydxdz​

Answer 1

`y` is bounded between the plane
`y=z` and the parabolic cylinder
`y=1-x^2`. The other variables are bounded by constants,
`-1\le x\le1` and
`0\le z\le1`, so the integral is

`\displaystyle \int_0^1 \int_(-1)^1 \int_z^(1-x^2) dy \, dx \, dz`