Q.
An ellipse $E$ has its centre $C(1,3)$ focus at $S(6,3)$ and passing through the point $P(4,7)$ then
If the normal at a variable point on the ellipse (E) meets its axes in $Q$ and $R$ then the locus of the mid point of $Q R$ is a conic with an eccentricity $\left( e ^{\prime}\right)$, then -
Conic Sections
Solution: