Let $P$ be a variable point on a circle $C$ and $Q$ be a fixed point outside $C$. If $R$ is the mid-point of the line segment $PQ$, then the locus of $R$ is (A) a circle (B) an ellipse (C) a line segment (D) segment of a parabola
Let $P$ be a variable point on a circle $C$ and $Q$ be a fixed point outside $C$. If $R$ is the mid-point of the line segment $PQ$, then the locus of $R$ is\\
(A) a circle\\
(B) an ellipse\\
(C) a line segment\\
(D) segment of a parabola