ABCD is a rectangle in which AB=12cm AC=20cm. PQRS is a another rectangle PQ=7cm and PR=25cm, which rectangle has large perimeter
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Equal perimeter of both
Perimeter of rectangle =2(l+b)
So in ABCD
2(20+12)=2×32=64
AND IN PQRS
2(7+25)=2×32=64
HENCE BOTH ARE EQUAL
Perimeter of rectangle =2(l+b)
So in ABCD
2(20+12)=2×32=64
AND IN PQRS
2(7+25)=2×32=64
HENCE BOTH ARE EQUAL
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Step-by-step explanation:
Equal perimeter of both
Perimeter of rectangle =2(1+b)
So in ABCD
2(20+12)=2×32-64
AND IN PQRS
2(7+25)=2×32-64
HENCE BOTH ARE EQUAL
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