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If A and B are tangent to the circle with center O as shown in the fig [#permalink]
One more way of solving could be to compare the area of the AOC obtained as follows-

Area of AOC = AD*OC = AC*OA

Put AC = 13, AD = 5 and OC = (13^2 - OA^2)^1/2. upon solving you find OA = 65/12.

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If A and B are tangent to the circle with center O as shown in the fig [#permalink]
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