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in a circle of radius r a square is inscribed ,then a circle is inscribed in the square and then a new square is inscribed in the circle and so on for n times .if the ratio of the limit of the sum of areas of all the circles to the limit of the sum of areas of all squares as n=infinity is k ,then find the value of 4k/pai is

in a circle of radius r a square is inscribed ,then a circle is inscribed in the square and then a new square is inscribed in the circle and so on for n times .if the ratio of the limit of the sum of areas of all the circles to the limit of the sum of areas of all squares as n=infinity is k ,then find the value of 4k/pai is 

Grade:11

1 Answers

Saurabh Koranglekar
askIITians Faculty 10335 Points
4 years ago
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