Question

A cuboid measures 48 m by 32 m by 24 m and each edge of a cube measures 16 m.Find the ratio of their volume.​

Answer 1

The ratio of their volumes is 9:1

Step-by-step explanation:

Length of cuboid = 48 m

Breadth of cuboid = 32 m

Height of cuboid = 24 m

Volume of cuboid =Length \times Breadth \times HeightLength×Breadth×Height

Volume of cuboid = 48 \times 32 \times 24 =36864 m^348×32×24=36864m

3

Side of cube = 16 m

Volume of cube =Side^3 = 16^3 =4096 m^3Side

3

=16

3

=4096m

3

Ratio of volumes = \frac{36864}{4096}=\frac{9}{1}=9:1

4096

36864

=

1

9

=9:1

Hence the ratio of their volumes is 9:1

Answer 2

Answer:

volume of cuboid= l*b*h

=48*32*24

=36864m³

volume of cube= a³

= 16³

=4096m³

Ratio= 36864/4096

=9:1