find the volume enlosed by $\displaystyle \rho=4cos\phi$ on top and$\displaystyle \phi=\frac{{\pi}}{3}$ on bottom
Last edited by transgalactic; May 24th 2011 at 01:08 PM.
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This does not describe a compact space in cylindrical coordinates.
Last edited by Mondreus; May 24th 2011 at 12:41 PM.
I suspect this is actually spherical coordinates judging by your notation in other threads. Then you have $\displaystyle V=\int_{0}^{2\pi}\int_{0}^{\pi/3}\int_{0}^{4\cos\phi}\rho^2\sin\phi d\rho d\phi d\theta$
how to draw the other formula why its half ball ?
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