Question$58: 02$
The coordinates of midpoint $M$ and endpoint $E$ of a segment are $M(35,-3)$ and $E(15,26)$. Students were asked to find two equations that could be used to find the coordinates of the other endpoint, $F\left(x_{2}, y_{2}\right)$. Josiah set up the equations as follows: $$\frac{15+x_{2}}{2}=-3, \frac{26+v_{2}}{2}=35$$
Which statement best describes Josiah's work? The -3 and 35 should be switched. The 15 and 26 should be switched. The equations should be $\frac{35+x_{2}}{2}=15, \frac{-3+y_{2}}{2}=26$ The equations are correct.