Circular ratio

Geometry Level pending

The area of a circle is equal to the area of a square.

What is the ratio of the circle's radius to that of the square's side length?

π : 1 \sqrt{ \pi } : 1 1 : π 1 : \sqrt{ \pi } 1 : 1 1: 1 π : 1 \pi : 1 1 : π 1 : \pi

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1 solution

Given : Area of the circle = Area of the square. Therefore, πr^2 = a^2 also π = a^2/r^2 also a/r = √π. So, ratio of the radius to the side length is 1 : π 1 : \sqrt{ \pi } .

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