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Sketch a Plane Region, and Indicate the Axis About Which $\pi \int_{0}^{5}\left(25 x^{2}-x^{4}\right) d x$

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Sketch a plane region, and indicate the axis about which it is revolved so that the resulting solid of revolution has the volume given by the integral. $\pi \int_{0}^{5}\left(25 x^{2}-x^{4}\right) d x$

Sketch a Plane Region, and Indicate the Axis About Which π∫05(25x2−x4)dx\pi \int_{0}^{5}\left(25 x^{2}-x^{4}\right) d xπ∫05​(25x2−x4)dx

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Sketch a Plane Region, and Indicate the Axis About Which $\pi \int_{0}^{5}\left(25 x^{2}-x^{4}\right) d x$

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