A smart geo
Posted: Sat May 28, 2016 12:13 am
Two circles touch internally and the radius of the larger circle is 8 units. Centre of
the larger circle lies on the smaller circle. Diameter of the larger circle that passes
through the touching point meets the larger circle at point A. Tangent drawn from
A to the smaller circle touches that at B. Length of AB is of the form a/b*√2 where a
and b are co-prime. Find a - b.
the larger circle lies on the smaller circle. Diameter of the larger circle that passes
through the touching point meets the larger circle at point A. Tangent drawn from
A to the smaller circle touches that at B. Length of AB is of the form a/b*√2 where a
and b are co-prime. Find a - b.