Find the volume of the largest right circular cone that can be cut out from a cube whose edge is 3½ cm, correct to two places of decimals (use π = 22/7)

Nine identical cubes, each with edge 3 cm, are joined in a straight line to form a cuboid. What is the total surface area (in cm²) of the resulting cuboid?

The surface area of a cube is 480 $$cm^2$$​ Find its volume.

The amount of milk which can be stored in a cube of edge 2 m is

The number of 5 cm cubes which can be cut from a cube whose edge is 20 cm is

The surface area of a cube is 1536 cm². Its volume is:

The volume of a cube whose edge is 6 m is _______ many times the volume of a cuboid of dimensions 36 m, 30 m, 24 m.

A cube of side 9 cm made of iron is melted and recast into 8 small cubes. Find the side (in cm) of each small cube.

The volume of a cube is 1728 cm³. Find its total surface area (in cm²).