If the perimeter of two square are in the ratio p:q, prove that their area are in the ratio p2:q2
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Answer:
Let side of 1st square be x and 2nd be y
According to 1st condition,
4x/4y=p/q
hence, x/y=p/q
Squaring both the side
x^2/y^2=p^2/q^2
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