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Year 12 Specialist (Unit 3 & 4) Applications of integration

Volumes of solids of revolution

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Question 1
12128

The region between the curve \({\rm{y = }}\dfrac{1}{x} + 1\) the \(y\)-axis and the lines \(y = 2\) to \(y = 4\) is rotated about the \(y\)-axis. Calculate the exact volume of the solid formed.

\(\dfrac{{2\pi }}{3}{u^3}\)

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