Answer:

Explanation:
Volume of the prism will be the surface of one of the trapezoidal faces, time its depth.
Let's find the area of the base first: it's a prism, so it's the sum of bases, times the height, halved:

We're almost there: we just have to multiply the result for the height of the prism - in our case the depth since it's laying on the side - and that's the volume
