perimeter of a rectangle is 200 metres while the difference between the length and breadth is 50 M find the area of the triangle rectangle
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Answer:
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Step-by-step explanation:
Perimeter = 2(length + Breadth)
200 = 2(l + b)
(l + b) = 100
Different between lenght and Breadth = 50 m
Let length be x and Breadth be x - 50
Then,
X + x - 50 = 100
2x - 50 = 100
2x = 150 m
x = 75 m
X - 50 = 75 - 50 m = 25m
Hence lenght is 75 m and Breadth is 25 m
Answered by
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perimeter =200m
length= x+50
breadth= x
perimeter of a rectangle = 2 (l+b)
=2 (x+x+50)=200
=2 (2x+50)=200
=4x+100=200
=4x=200-100
=4x=100
=x=100/4
=x=25
x+50=75
area of rectangle = length ×breadth
=25×75
=1875
hope it helps.
length= x+50
breadth= x
perimeter of a rectangle = 2 (l+b)
=2 (x+x+50)=200
=2 (2x+50)=200
=4x+100=200
=4x=200-100
=4x=100
=x=100/4
=x=25
x+50=75
area of rectangle = length ×breadth
=25×75
=1875
hope it helps.
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