sketch region Q determined by the folowwing limits of integration?

Question

could somebody help me to sketch the solid Q determined by the limits of integration
Int(z from 0 to 2) Int(x from 3 to 4) Int(y from -1 to 1) [xy^2+yz^3} dz dx dy.

Answer 1

Those limits of integration are all constants, so the region is a rectangular prism.