Applications of Integration - Volume of Revolution
Applications of Integration - Volume of Revolution
Find the volumes of solid formed when region \(R\) is rotated through \(2\pi\) about
\(y\)-axis,
\(x\)-axis.
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Answer:(a) \(\frac{7\pi}{6}=3.67\text{ units}^3\text{ (3 s.f.)}\) (b) \(\frac{188\pi}{15}=39.4\text{ units}^3\text{ (3 s.f.)}\)
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