Determine by direct integration the values of x for the two volumes obtained by passing a vertical
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Determine by direct integration the values of x for the two volumes obtained by passing a vertical cutting plane through the given shape of Fig. 5.21. The cutting plane is parallel to the base of the given shape and divides the shape into two volumes of equal height.
A paraboloid of revolution
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Choose as the element of volume a disk of radius and thickness dx Then dV mdx XEL X 122 NIJ NI...View the full answer
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