the perimeter of rectangle is 82m and its area is 400m square the breadth of the rectangle is
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Answered by
3
Given that,
perimeter = 2(l+b) = 82m
according to question,
2(l+b) = 82 ...............eq( i )
l*b = 400
l = 400/b ..................eq( ii )
on putting the value of leq( i ), we get,
2(l+b) = 82
2[(400/b)+b]=82
On solving this equality, we get an equation
b^2 - 41b + 400= 0
(b+16)(b+25)=0
so b = 16 or 25
Thus, breadth being smaller 16m is the answer .
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Answered by
1
P=2(l+b)
A=side*side
400=20*20m
So 82=2(20+b)
82=40+2b
2b=82-40
2b=42
B=42/2
21m is the breadth
A=side*side
400=20*20m
So 82=2(20+b)
82=40+2b
2b=82-40
2b=42
B=42/2
21m is the breadth
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