What is the ratio of the area of the circumference and the circumference of a square, respectively?
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Perimeter of square is half the circumference and hence is π×r , where π=3.1416 .
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This question seems to be convoluted for no other reason than to be unnecessarily complicated.
This is just a problem on simple proportions.
The ratio of the radius to the side of the square is 22:9π22:9π, so the difference is in the ratio 9π−22:9π9π−22:9π to the side of the square. So the side of the square is 4×9π9π−224×9π9π−22 and its area is (4×9π9π−22)2(4×9π9π−22)2.
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