Sketch the region and determine the points of intersection.

The outside radius (R) is the curve x = y⁴. The inside radius (r) is the curve y = x². This will be a "dx" integral, so make sure your radii expressions are in terms of x.

Identify which curve will be the outside radius and which curve will be the inside radius. This will be a "dy" integral, so make sure your radii expressions are in terms of y.

Since x = 2 is a vertical line, this will be similar to part (b). This time the outside radius will be (2 – R) and the inside radius will be (2 – r).