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For this quiz, draw the given region on your ownpaper. Draw a typical rectangle and show the washer itcreates. Label the washer with (i) the width (thickness) of thewasher, and (ii) the outer radius, R, of the washer (iii) the innerradius, r, of the washer and use these to set up and solve for thevolume.
Find the volume of the region bounded by: y = cos(x) y = sin(x) x = 0 that is rotated about the x-axis. For your answer, indicate 1. the integral that is used to find the Volume; 2. the antiderivative from this integral; and 3. the final calculation for the volume (do not use decimals)?