if perimeter of the circle is equal to that of the square,then the ratio of their areas is
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Step-by-step explanation:
Let the radius of a circle = r
the circumference = 2pir& area pi r2
if the given that circumference of circle is same as perimeter of square
square on side = 1 upon 4× circumference of given circle
= 1upon 4×2pi r =pi r upon 2
area of square =(pi r upon 2)2
so area of circle: area of square
= pi r2:(pi r 2 upon2 =4upon pi =4upon 2upon 7 =14upon 11
I think you will understand
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