Given $R(-6, 19)$ and $S(15, -5)$, what are the coordinates of the point on segment $\overline{RS}$ two-thirds of the distance from $R$ to $S$?
The line can be parameterized by (15,-5) + t(-7,8). So for t = 2/3, the point is (31/3, 1/3).
Wrong to the power of h**l
