Find the area an perimeter of rectangle ABCD
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In ΔBCD, 25²= 7² + DC² ( pythagorous theorem)
so, 625= 49 + DC²
625-49=DC²
So, DC²=576
DC= 24
So,
Perimeter of rectangle ABCD is:
2(l+b)
2(24+7)
2(31)
That is, 62cm
and Area:
lxb
= 24x7=168 cm²
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