a) The base of a solid is a square with vertices located
Chapter 6, Problem 6.280(choose chapter or problem)
a) The base of a solid is a square with vertices located at , and . Each cross-section perpendicular to the -axis is a semicircle. Find the volume of the solid. (b) Show that by cutting the solid of part (a), we can rearrange it to form a cone. Thus compute its volume more simply.
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