Find The Angle

Geometry Level 2

In ABC,\triangle ABC, BAC=50. \angle BAC = 50^{\circ}. A circle Γ\Gamma is tangent to side ABAB and ACAC at points P,QP,Q repectively. Given that PQBC,PQ \parallel BC, find ACB\angle ACB in degrees.

Details and assumptions

  • This problem is inspired by an Iran TST geometry problem.
×

Problem Loading...

Note Loading...

Set Loading...