Question

Find the volume of a cuboid with the following
dimensions
(а) 16x⁶,20xy²,0.6x²y²
​

Answer 1

Given :

• 16x⁶,20xy²,0.6x²y²

To find :

• Volume of the cuboid =?

Formula Used :

• Volume of of cuboid = length × breadth × height.

Step-by-step explanation :

It is Given that,

Dimensions of the cuboid,

Length = 16x⁶

Breadth = 20xy²

Height = 0.6x²y²

Volume =?

As We know that,

Volume of of cuboid = length × breadth × height.

Substituting the values in the above formula, we get,

= 16x⁶ × 20xy² × 0.6x²y²

= 320x⁷y² × 0.6x²y²

= 192x⁹y⁴

Therefore, Volume of the cuboid = 192x⁹y⁴

Answer 2

GIVEN :

• Let us consider here as ,

• ★ Length = 16x^6

• ★ Breadth = 20xy²

• ★ Height = 0.6x²y²

TO FIND :

• Volume of Cuboid = ?

STEP - BY STEP EXPLAINATION :

→ Here, The given dimensions are as follows :

★ Height = 16x^6

★ Breadth = 20xy²

★ Height = 0.6x²y²

Now , Here as we know that ;

The volume of Cuboid = Length × Breadth × Height

→ Volume of Cuboid = L × B × H

→ 16x^6 × 20xy² × 0.6x²y²

→ 320x^7 × 0.6x²y²

→ 192x^9y⁴

Therefore , Hence the volume of Cuboid = 192x^9y⁴