Pleasr solve these question in details and fully explaination.

The square-based platform takes the shape of a symmetrical trapezoid when viewed from the side. Its topdown View is given on the right. Both the base and the top are squares. All dimensions are in meters. Let OA be (2, O, O), and DB be (0, 2, O). |BY| = 1. The height of the platform is \\"'3!2 a) What are the vector equations for the planes of each of the 4 angled planes of this shape? (not the top and bottom) b) What are the Cartesian equations for all 4 planes? c) What is the point of intersection of the 4 angled planes? Hint: use the intersection of planes