Area
of rectangle = ( p²/8+p²/2 ), if perimeter and diagonal are given
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Answer:
length of rectangle is (p+8) and breadth is (p-2) respectively
Step-by-step explanation:
Given p
2
+6p−16 is represents area of rectangle then
We know
area of rectangle = length × breadth = l×b
l×b=p
2
+6p−16
l×b=p
2
+8p−2p−16
l×b=p(p+8)−2(p+8)
l×b=(p+8)(p−2)
on comparing we get length of rectangle is (p+8) and breadth is (p-2) respectively.
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