Question

the volume of a cuboid is 660cm^3 and the area of the base is 33 CM^2 its height​

Answer 1

Answer :-

Height of the cuboid is 20 cm.

Solution :-

Given

Volume of a cuboid = 660 cm³

Area of the base = 33 cm²

Let the height of the cuboid be h

We know that

Volume of a cuboid = Area of the base * Height of the cuboid

⇒ 660 cm³ = 33 cm² * h

⇒ 660 cm³/33 cm² = h

⇒ 20 cm = h

⇒ h = 20 cm

Therefore height of the cuboid is 20 cm.

Answer 2

Answer :

Height of the cuboid is 20cm

Solution :

Given ,

Volume of the cuboid = 660 cm ³

Area of Base of the cuboid = 33 cm²

Height of the cuboid = ?

Let the height be h

Volume of a cuboid = Area of base × Height of the cuboid

$\sf\implies \: 660 = 33 \times h$

$\sf \implies \: \frac{660}{3} = h$

$\sf \implies \: h = 20cm$

Therefore,

Height of the cuboid is 20 cm .