V Saved Question 1 (1 point) Find the ratio of the densities of the same mass M distributed over a spherical shape over that of a cylinder.

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a) Assume that the sphere and the cylinder have the same radius R h2 3 Ps R? 16 Pe Ps Pc Rs h2 R, Ps Pe Question 2 (1 point) Find the ratio of the densities of the same mass M distributed over a spherical shape over that of a cylinder. b) Assume that the cylinder has radius r and the sphere the same radius as before. hc Ps Pc O = () h3 R Ps 4 Pc Ps 3. he R Pc

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