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Algebra
Let ABC be a triangle and a circle 'R' be drawn lying inside the triangle, touching its incircle 'r'
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Let ABC be a triangle and a circle 'R' be drawn lying inside the triangle, touching its incircle 'r' externally and also touching the two sides AB and AC. What is the ratio of radii of the circles 'R' and 'r' ?












R/r = 1 - sin(A /2) / 1 + sin(A/2)