Surface Areas a...

A solid metal sphere is cut through the center into two equal parts. Find the total surface area of each part if the radius of the sphere is $$3.5 cm$$.

If volume and surface area of a sphere are numerically equal then it's radius is

The volume of a solid hemisphere of radius$$ 2\ cm$$ is ......

The surface area of a sphere is $$\displaystyle 5544cm^{2}$$. Its volume is

The radii of two spheres are in the ratio 3:5 The ratio of their volumes is

The volume of a sphere of diameter 2p cm is given by

The radius of a solid sphere is $$r cm$$. It is bisected, then the total surface area of the two pieces obtained is:

Volume of the box of outer dimensions 22 cm X 12 cm X  9 cm

If the circumference of the inner edge of a hemispherical bowl is $$\displaystyle \frac{132}{7}$$cm  then what is the capacity?

If the surface area of a sphere is $$324\pi cm^2$$ then its volume is