A shape’s volume is a measure of its total 3-dimensional space. You can use the following simple formulas to help you calculate the volume of shapes like cuboids and prisms.

Part of

The volume of a shape measures the three dimensional (3D) amount of space it takes up. Volume is measured in **cubes**.

A cubic centimetre is the volume within a cube that has sides of length \({1~cm}\), as shown above. It has a volume of \({1~cm}^3\) (\(1~cm\) cubed).

This cuboid contains \(12\) cubes. Each cube has a volume of \({1~cm}^3\). So the volume of this cuboid is \({12~cm}^3\).

- Question
Find the volume of the following cuboids:

a)

b)

a) \({8~cm}^3\)

b) There are two layers of nine cubes, so the volume is \({18~cm}^3\).

- Question
Find the volume of the following 3D shape.

\[{11~cm^3}\]