I have scanned the question I am working on and attached it as an image to this thread. A hint on this question would be good enough.
Similarly, is a circle with center at and radius .
Now these circles will overlap at some point. So my hint is this:
When considering the region of intersection, split it up into two separate regions. Due to how we find limits of integration in polar coordinates, each region will be defined over different ranges for . So your integrals will look something like:
where is the range you consider for the part, and is the range you consider for the part.
Can you proceed? If you still have issues, post back!