This is a problem but its easy!

Geometry Level 3

Let \(AC\) be a line segment in the plane and \(B\) a point between \( A\) and \(C\). Construct isosceles triangles \(PAB\) and \(QBC\) on one side of the segment \(AC\) such that \(\angle APB = \angle BQC = 120^\circ\) and an isosceles triangle \(RAC \) on the other side of \(AC\) such that \(\angle ARC = 120^\circ\). Find \(\angle RAP \).

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