The sum of squares of all possible values of k, for which the area of the region bounded b…

Question

The sum of squares of all possible values of $k$, for which the area of the region bounded by the parabolas $2y^2=kx$ and $ky^2=2(y-x)$ is maximum, is equal to:

Answer: None *(as recorded in the source --- the source PDF itself marks this question's answer as "None"/bonus.)*

Accepted Answer

*(Not reconstructable from the corrupted source; the source itself records no numeric answer.)*

Solutions · 1