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Numerical

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Let ABCD be a square of side of unit length. Let a circle C

_{1}centered at A with unit radius is drawn. Another circle C_{2}which touches C_{1}and the lines AD and AB are tangent to it, is also drawn. Let a tangent line from the point C to the circle C_{2}meet the side AB at E. If the length of EB is $$\alpha$$ + $${\sqrt 3 }$$ $$\beta$$, where $$\alpha$$, $$\beta$$ are integers, then $$\alpha$$ + $$\beta$$ is equal to ____________.Your input ____

Questions Asked from Properties of Triangle (Numerical)

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