Question

Find the breadth of a rectangle whose perimeter is 26m and length is 6m

Answer 1

Answer:

7m

Step-by-step explanation:

let the breadth be x

so, 2(length+breadth)=perimeter

or, 2(6+x)=26

or, 6+x= 26/2

or, x=13-6

or, x= 7

Answer 2

$\large{ \underline{ \underline{ \text{Question:}}}}$

• Find the Breadth of a Rectangle whose Perimeter is 26m and Length is 6m.

$\large{ \underline{ \underline{ \text{Solution:}}}}$

Given that,

• $\text{The Perimeter of Rectangle is }26m.$

And,

• $\text{The Length of Rectangle is }6m.$

As we know,

• $\boxed {\text{Perimeter}_{(\text{Rectangle})} = 2(\text{Length} + \text{ Breadth})}$

We can say that

$\implies 26m = 2(6m + \text{ Breadth})$

Finding the Length of Breadth,

$\implies \frac{26m}{2} = 6m + \text{ Breadth}$

$\implies 13m = 6m + \text{ Breadth}$

$\implies 13m - 6m = \text{ Breadth}$

$\implies 7m = \text{ Breadth}$

Therefore,

• The Length of Breadth of Rectangle is 7m.

$\\ \large{ \underline{ \underline{ \text{Required Answer:}}}}$

• The Length of Breadth of Rectangle is 7m.