The length and breadth of rectangle are in the ratio 3 : 2. If the area of the rectangle is 726 m2 , find its perimeter.
Answers
Answered by
15
Given length is to breadth=3:2
let the measures be 3y and 2y
given area=726m^2
ie;3y*2y=726
ie;6y^2=726
therefore y^2=726/6
=121
Therefore y=root of 121
=11
therefore 2y=22
3y=33
perimeter=2(l+b)
=2*(33+22)
=2*55
=110m
let the measures be 3y and 2y
given area=726m^2
ie;3y*2y=726
ie;6y^2=726
therefore y^2=726/6
=121
Therefore y=root of 121
=11
therefore 2y=22
3y=33
perimeter=2(l+b)
=2*(33+22)
=2*55
=110m
Answered by
3
let the length and breadth be 3x and 2x.
762m^2=2[3x+2x]
762m^2=2[5x]
762m^2=10x
x=762/10
x=7.62m
3x=22.86m
2x=15.24m
762m^2=2[3x+2x]
762m^2=2[5x]
762m^2=10x
x=762/10
x=7.62m
3x=22.86m
2x=15.24m
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