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Find the volume of the solid that is generated when the region is revolved as described.
[From: ][author: ][Date: 12-06-17][Hit: ]
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The region bounded by f(x)=e^-x, x=ln2, and the coordinate axis is revolved about the y-axis.
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The volume of solid of revolution is given by pi multiplied by the integaration between b and a (your two limits) of y^2 (or (f(x))^2).
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