For this problem, consider the region between y = 5x and y = 0, from x = 0 to x = 2. Match each solid of revolution and method for finding the volume of that solid, with the correct description of the infinitesimal pieces we would cut that volume into, to add up for our integral. You will get partial credit if at least some of the matches are correct Rotate the region around the y-axis. Find the volume using the disk or washer method Rotate the region around the x-axis. Find the volume using the disk or washer method Rotate the region around the x-axis. Find the volume using cylindrical shells

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