Tangent Cuts

Geometry Level 4

Circle \( \Gamma_1 \) centered at \(A\) has a smaller radius than circle \( \Gamma_2 \) centered at \(B\).

From \(A\), the tangents to \( \Gamma_2 \) intersect \( \Gamma_1 \) at \(P \) and \( Q \).
From \(B\), the tangents to \( \Gamma_1 \) intersect \( \Gamma_2 \) at \(R\) and \(S \).

Which line segment is longer, \( PQ \) or \( RS \)?

×

Problem Loading...

Note Loading...

Set Loading...