Malone Wright
11/16/2023 · High School
Let \( R \) be the cosed region between the curve \( y=2 x^{\wedge} 2+1 \) and the straight line \( y=2 x+1 \). Find the Volume \( V \) of the solid obtained by revolving \( R \) about the \( y \)-axis
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The volume \( V \) of the solid is \( \frac{\pi}{3} \).
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