Question 101
The radius of a circle is a side of a square. The ratio of the areas of the circle and the square is
Solution
Let the radius be $$x$$. Since it is equal to the side of square
=> Side of square = $$x$$
Ratio of area of circle to that of square
= $$\frac{\pi x^2}{x^2}$$
= $$\frac{\pi}{1}$$
=> Required ratio = $$\pi : 1$$
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