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Calculate the distance between A and B where radius AC=1/π²

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If c is the centre of the circle then A should be on the circumference of the circle and AC is the radius of the circle then in that case ABwould be the diameter of the circle because B point is another point on the circumference of the circle so if radius AC= 1/π^2 Then diameter would be double of...
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If c is the centre of the circle then A should be on the circumference of the circle and AC is the radius of the circle then in that case ABwould be the diameter of the circle because B point is another point on the circumference of the circle so if radius AC= 1/π^2

Then diameter would be double of radius so it will be 2X1/π^2= 2/π^2=AB


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2 / pi ^2

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2/π², if C is centre of circle and AB is diamerdi

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C as a center radius AC=1/π^2 and radisr BC =1/π^2..so distance between A and B will be diameter of this circle AB=2(radius)=2(1/π^2)=2/π^2..

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If AB is diameter , then here radius is given 2 times radius is diameter, so 2/π^2


2/pi square


If C being the center of the circle then AC is the radius of circle and AB is the diameter of the circle. It is given as- AC(radius)=1/π² Then diameter i.e. distance between A and B is given as by formula = 2×radius AB=2/π²

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2/pi square

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