can you please explain part c and part d thanks

Al, A2, A4. Consider the region R bounded by y = x2 - 2x + 2 and y = 2x - 1. (a) Sketch R, and label any relevant points. (b) Set up a definite integral that describes the area of R. (c) Suppose we rotate R around the line y = 5. Set up a definite integral that describes the volume of the resulting solid. (d) Suppose we rotate R around the y-axis. Set up a definite integral that describes the area of the outer surface