If the perimeter of a field is 28 m and its breadth is 4 m, find its length.
Answers
Answer:
10 m
Step-by-step explanation
perimeter= 28 m
breath= 4 m
length= x
= 2(x+4)=28
=(x+4)=28/2
=(x+4)=14
=x =14-4
= x =10
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Question
If the perimeter of a field is 28 m and its breadth is 4 m, find its length.
Solution
Given,
Perimeter of a rectangular field = 28m
Breadth of a rectangular field = 4m
Let the Length of a rectangular field = L
We have,
Perimeter of a rectangle = 28
=> 2(L+B) = 28
=> 2(L+4) = 28
=> 2L + 8 = 28
=> 2L = 28 - 8
=> L = 20/2
=> L = 10
Therefore the length of the rectangle is 10m
Know more
★A rectangle is a two-dimensional shape having four sides and four angles.
★Each measured angle of a rectangle is 90°
★ The perimeter of a rectangle is 2(l+b)
★ The area of a rectangle is (l × b)