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VCylinder = ACircle x h = pi x (r^2) x h = 360

VSphere = (4/3)(pi)(r^3) where r = (0.5)(D) = (0.5)(0.25 in) = 0.125 in

VSphere = (4/3)(3.1416)(0.125^3) = 0.00818 cubic inches

If we just do this calculation based on sheer Volume, not taking into account the shape of the sphere and the shape of the cylinder, then the answer is as follows:

(360 / 0.00818) =

44,003
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Q: How many one-fourth inch diameter spheres in a 360 cubic inch cylinder?
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