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Circumference(C) = 2Ï€r

C is directly proportional to r.

If radius is tripled then circumference becomes three times of the initial.

Since the radius is tripled so the new radius is 3r.

New circumference(C') = 2Ï€(3r) = 3 x (2Ï€r) = 3 x C

Area = πr2

A is directly proportional to r2.

If radius is tripled then area becomes 9{square of 3} times of the initial.

New radius is 3r.

New Area(A') = π (3r)2 = 9 x π r2 = 9 x A.

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Q: When the radius of a circleis tripled what happens to the circumference and the area of the circle?
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