A home-owner is installing a fence around the square garden. The garden has a perimeter of 6480 cm. Write and solve the equation to find the garden’s dimensions.
Solution:
Given, a home-owner is installing a fence around the square garden.
The garden has a perimeter of 6480 cm.
We have to write and solve the equation to find the garden’s dimensions.
Fence around the square garden = perimeter of square garden.
We know that the perimeter of a square is equal to the sum of all the sides of a square.
Perimeter = 4(side)
Given, perimeter of square garden = 6480 cm
4(side) = 6480
Side of square garden = 6480/4
= 1620 cm
Therefore, the dimension of the garden is 1620 cm by 1620 cm.
✦ Try This: A home-owner is installing a fence around the square garden. The garden has a perimeter of 8400 cm. Write and solve the equation to find the garden’s dimensions.
☛ Also Check: NCERT Solutions for Class 8 Maths Chapter 2
NCERT Exemplar Class 8 Maths Chapter 4 Sample Problem 11
A home-owner is installing a fence around the square garden. The garden has a perimeter of 6480 cm. Write and solve the equation to find the garden’s dimensions
Summary:
A home-owner is installing a fence around the square garden. The garden has a perimeter of 6480 cm. The side of the square garden is 1620 cm.
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