if the length of the rectangle is increased by 8 metre its area increases by 72 sq.m. the breadth of the rectangle is
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Answered by
12
let the breadth be b
let the length be l
area = l ×b
new length = l+8
new area = lb +72sq.m
so,
(l+8)×b = lb+72
lb+8b =lb+ 72
on cancelling lb on both the sides,
8b=72
b=9
let the length be l
area = l ×b
new length = l+8
new area = lb +72sq.m
so,
(l+8)×b = lb+72
lb+8b =lb+ 72
on cancelling lb on both the sides,
8b=72
b=9
jude50:
your welcome
Answered by
3
Let the b = breadth, l = length and area = lb.
length = l+8 and area = lb +72sq.m.
Breadth of the rectangle = (l+8)×b = lb+72 => lb+8b =lb+ 72.
You can cancel the lb on both sides 8b=72 => b=9.
The breadth of the rectangle = 9.
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