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Dineshrambalaji
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If R is the radius of a certain circle, is the area of this circle greater than the circumference of this circle?

1. 0<R<3
2. The diameter of the circle is greater than 4

The question asks: is \(\pi r^2 > 2\pi r\)?
Is \(r > 2\)?

The first statement is NOT sufficient because r can be less as well as more than 2.
The second statement IS sufficient, because it says that r > 2.

Answer: B.

what is asked, R>2 ? or R>sqrt(2) ?

Why do you think it's \(r > \sqrt 2\)?

Given: \(\pi r^2 > 2\pi r\).

Reduce by \(\pi r\) to get \(r > 2\).
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