AP Calculus Slides May 5, 2008

This document discusses calculating volumes of solids generated by revolving regions bounded by graphs of functions around axes. It contains three problems, the first asks to find the area of two regions R and S bounded by graphs in the first quadrant and revolving S around the x-axis to find its volume. The second problem asks to find the area and revolved volume of a region R bounded by graphs. The third asks to find the volume of a solid with the region R as its base and cross-sections that are squares.