A geometry problem by Ahmed Moh AbuBakr

Geometry Level 2

\(ABC\) is an isosceles triangle such that \(AB = AC\) and \(\frac {\angle BAC}{\angle MCB} = \frac a b \) for coprime positive integers \(a,b\). What is the value of \(a+b\)?

Ahmed Moh AbuBakr by Ahmed Moh AbuBakr
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