The diagram shows a rhombus ABCD. Points P and Q lie on the diagonal AC such that BPD is an arc of a circle with centre C and BQD is an arc of a circle with centre A. Each side of the rhombus has length 5 cm and angle BAD = 1.2 radians.
Find the area of the shaded region BPDQ.
Find the length of PQ.
For the first Question, I get that I have to find the total area of the two sectors and subtract the triangles. However there's some overlap between the sectors, how do I figure out how much?
I'm totally lost on the second part aswell. I tried splitting APB into a right angled triangle with AP and the midpoint of AB to get the length of AP but not sure what to do after that.