Let P be a point on a hyperbola H (equation not preserved) in the first quadrant such that…

Question

Let $P$ be a point on a hyperbola $H$ (equation not preserved) in the first quadrant such that the area of the triangle formed by $P$ and the two foci of $H$ is $2\sqrt{13}$. Then the square of the distance of $P$ from the origin is:

Accepted Answer

*(The hyperbola's equation was not preserved in the source. The stated answer is option C, $22$.)*

Solutions · 1