Question

the perimeter of the rectangular field is 36 m. if the length of field is 6 m what is the width of field​

Answer 1

Here the perimeter of the rectangular field and length is given

perimeter = 36 m

length = 6 m

We have to find the width of the field

perimeter of rectangle = 2 ( length + breadth )

36 = 2 ( 6 + breadth )

18 = 6 + breadth

breadth = 18 - 6

breadth = 12

Hence, the width of the rectangular field will be 12 m

Answer 2

Answer:

The breadth of rectangular field is $12$ m.

Step-by-step explanation:

Given : Perimeter of Rectangular field = $36$ m

          Length of the field = $6$ m

To find : Width of the field=?​

Solution :

• It is given that the perimeter of Rectangular field = $36$ m

          Length of the field = $6$ m

• We have to find the width of the field​.
• We know that the perimeter is the sum of all sides of the rectangle.
• The formula for perimeter of rectangle is given by,  

        Perimeter of rectangle = $2(Length+Breadth)$

                                 ∴ $36=2(6+breadth)$

• Transpose $2$ to other side, we get

                                 ∴ $\frac{36}{2} =6+Breadth$

                                 ∴ $18=6+Breadth$

• Transpose $6$ to other side, we get

                             ∴ Breadth = $18-6$

                             ∴ Breadth = $12$ m

• ∴ The breadth of rectangular field is $12$ m.