A solid ball is exactly fitted inside the cubical box of side `a`. The volume of the ball is `(4)/(3) pi a^(3)`.

A solid ball is exactly fitted inside the cubical box of side a. The volume of the ball is (1)/(6) pi a^(3) .

State True or False: A solid ball is exactly fitted inside the cubical box of side a. The volume of the ball is 4/3pi a^2

A conical solid block is exactly fitted inside the cubical box of side 'a' then the volume of conical solid block is 4/3pia^(3) . If this statement true. Justify.

A solid ball of metal has a spherical cavity inside it. The ball is cooled. The volume of the cavity will

A solid ball of metall has a spherical cavity inside it. The ball is heated. The volume of cavity

A solid ball of metal has a spherical cavity inside it. If the ball is heated, then volume of the cavity will ________.

The volume of a cylinder which exactly fits in a cube of side a is __________.

The adjacent figure shows a cylindrical can with two balls. The can is just large enough so that two balls will fit inside with the lid on. The radius of each tennis ball is 3 cm. Calculate the following volume of two balls.