The length of a rectangle is 5 cm more than it’s breadth if the permit enter of the rectangle is 50cm what is the area
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Answers
Answered by
1
let breadth=x
length=x+5
2(l+b)=50cm
2(x+5+x)=50
2x+5=25
2x=20
x=10
breadth=10cm
length=x+5=10+5=15cm
Area=l×b
=15×10
=150cm²
length=x+5
2(l+b)=50cm
2(x+5+x)=50
2x+5=25
2x=20
x=10
breadth=10cm
length=x+5=10+5=15cm
Area=l×b
=15×10
=150cm²
Answered by
2
let breadth be x cm
so length = x+5 cm
perimeter = 50cm
perimeter of rectangle = 2(l+b)
50 = 2(x+x+5)
50 =2 (2x+5)
50= 4x + 10
50 - 10= 4x
40 = 4x
x= 10cm
so breadth = 10cm and length = 10+5=15 cm
now
area of rectangle = l*b
so,
15*10= 150 cm^2
hope it helps u
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