Question

The volume of a cuboidal box is 48 cm³. If its height and length are 3 cm and 4 cm respectively, find its breadth.

Answer 1

Answer :



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♣ ${ \underline\textbf{Given :}}$



☆ Volume of the cuboidal box = 48 cm3

☆ Height of the box = 3 cm

☆ Length of the box = 4 cm





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♦ Volume of box = length × breadth × height

➾ 48 = 4 x b x 3

➾ 48 = 12 x b

➾ b = 48/12 = 4 cm




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=》The breadth of the cuboidal box is ${ \underline\textbf{4 cm}}$.

Answer 2

Given :  The Volume of a Cuboidal Box is 48 cm³.

 Its Height and Length Are 3 Cm and 4 Cm respectively,

To  Find :  Breadth

Solution:

Volume of a Cuboidal Box = length * breadth * height

Volume of a Cuboidal Box =  48 cm³.

length = 4 cm

height = 3 cm

breadth =  b cm

=> 48  =  4 * 3 * b

=> 48 = 12b

=> 4 = b

breadth = 4 cm

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