The area of a rectangle is 288 sq.m .If its length is 24 m, what is it

1.	The area of a rectangle is 288 sq.m .If its length is 24 m, what is its breadth
Answer» ong>Answer :- The breadth of the rectangle is 12 m. Given :- The AREA of a rectangle = 288 m². It's length is 24 m. To find :- It's breadth. Step-by-step EXPLANATION :- In this QUESTION, the area and length of a rectangle has been given to us. We have to find it's breadth. LET's do this using the formula required for finding the area of a rectangle. Calculations :- We know that :- $\underline{\boxed{\sf Area \: of \: a \: rectangle = Length \times Breadth.}}$ Here, Area = 288 m². Length = 24 m. Let the breadth be B. ----------------------------- $\underline{\underline{\mathfrak{Substituting\: these \:values\: in\: the \:formula,}}}$ $\boxed{\tt 288 = 24 \times b}$ Transposing 24 from RHS to LHS, changing it's sign, $\boxed{\tt \dfrac{288}{24} = b}$ Dividing 288 by 24, $\overline{\boxed{\tt12 \: m = b.}}$ ----------------------------- Hence, the breadth of the rectangle is 12 m.

The area of a rectangle is 288 sq.m .If its length is 24 m, what is its breadth

Answer»

ong>Answer :-

Given :-

To find :-

Step-by-step EXPLANATION :-

In this QUESTION, the area and length of a rectangle has been given to us. We have to find it's breadth. LET's do this using the formula required for finding the area of a rectangle.

Calculations :-

We know that :-

$\underline{\boxed{\sf Area \: of \: a \: rectangle = Length \times Breadth.}}$

Here,

Let the breadth be B.

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$\underline{\underline{\mathfrak{Substituting\: these \:values\: in\: the \:formula,}}}$

$\boxed{\tt 288 = 24 \times b}$

Transposing 24 from RHS to LHS, changing it's sign,

$\boxed{\tt \dfrac{288}{24} = b}$

Dividing 288 by 24,

$\overline{\boxed{\tt12 \: m = b.}}$

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