a solid is cut out of a sphere of radius 2 by two parallel planes each 1 unit from the center. the volume of this solid is
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a solid is cut out of a sphere of radius 2 by two parallel planes each 1 unit from the center. the volume of this solid is
Consider revolving the function $\displaystyle f(x)= \sqrt{4 - x^2}$ around the x axis, and using the planes as your upper and lower bounds.
