In the given diagram, $AP$ is tangent at $A$ to the smaller circle $AQB$, and $AQ$ is tangen

Question

In the given diagram, $AP$ is tangent at $A$ to the smaller circle $AQB$, and $AQ$ is tangent at $A$ to the larger circle $APRB$ and $QBR$ is a straight line. Prove that $RP$ is parallel to $AQ$.

Accepted Answer

Proved: $RP\parallel AQ$

Proofs in Plane Geometry - Alternate Segment Theorem

Proofs in Plane Geometry - Alternate Segment Theorem

Video Solution:

Solution:

Solution locked