Question

find volume of cuboid if length is 2xy, breadth is 4x and height is 4x^2​

Answer 1

Step-by-step explanation:

Given:-

length = 2xy

breadth = 4x

height = 4x^2

To find:-

Find the volume of the given cuboid ?

Solution:-

Given that

Length of the cuboid =(l) = 2xy units

Breadth of the cuboid =(b)=4x units

Height of the cuboid = (h) = 4x^2 units

We know that

The volume of a cuboid whose length ,breadth and height are l,b,h units respectively is lbh cubic units.

On Substituting these values in the above formula then

=> Volume of the cuboid

=> V = (2xy)×(4x)×(4x^2) cubic units

=> V = (2×4×4)×(x×x×x^2)×(y) cubic units

=> V = (32)×(x^4)×(y) cubic units

=> V = 32 x^4 y cubic units

Therefore,Volume = 32 x^4 y cubic units

Answer:-

Volume of the given cuboid is 32x^4y cubic units

Used formula:-

The volume of a cuboid whose length ,breadth and height are l,b,h units respectively is lbh cubic units.