Question

Given a cuboid of dimensions l = 3. Cm, b = 2 cm and h = 2 cm. How many cubes of 1 cm side can be cut out of it?

Answer 1

12 cubes of 1 cm can be cut out of a cuboid having the dimensions of l = 3. Cm, b = 2 cm and h = 2 cm.

Step-by-step explanation:

Given,

l = 3. Cm

b = 2 cm

h = 2 cm

Volume of Cuboid = l * b * h

= 3 * 2 * 2

= 12$cm^{3}$

The side of each cube = 1 cm

∵ Volume of each cube = $a^{3}$

= (1)cm^3

The number of cubes that can be cut of:

n = volume of cuboid/volume of each cube

= 12/1

= 12

Therefore, 12 cubes of 1 cm can be made with a cuboid of dimensions l = 3cm, b = 2cm, and h = 2cm.

Learn more: Cuboid

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Answer 2

Step-by-step explanation:

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