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What is the area of triangle ABC if AB is tangent to the circle?
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Let D = distance between AB r= radius of circle so the formula is: \[\large A = \frac{ 1 }{ 2 } * D*R\]
and the problematic part is how to find D. You can use trigonometry for that
tan60=D/R
D=sqrt3*3
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\[\ \tan 60^o = \frac{ x }{ 3} \] The value of x = Distance between AB.
\[\frac{ 9\sqrt{3} }{ 2 }\]
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