Suppose a, b, and c are positive constants (i.e. a, b, c R and a, b, c >0). The following double integral can be interpreted as the volume of a solid S.

_R ay dA, R={(x, y) | bxb, 0yc}

A.) Sketch the solid S in R³. To receive full credit your sketch must include relevant tickmarks.

B.) Evaluate the double integral, given above, by calculating the volume of the solid found in part A.). In other words, do NOT use antiderivatives to evaluate the double integral.