Applications of Integration - Volume of Revolution: Roots of Equations

Applications of Integration - Volume of Revolution: Roots of Equations

Tutorial

Find the volumes of solid formed when region \({R}\) is rotated through \({2\pi}\) about

\({x}\)-axis,
\({y}\)-axis.

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Answer:(a) \(30.5\text{ units}^3\text{ (3 s.f.)}\) (b) \(27.9\text{ units}^3\text{ (3 s.f.)}\)

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