P = (3,-4)
M = (1,3)
Q = (Qx,Qy)
Midpoint = (x1+x2)/2 , (y1+y2)/2
Mx = (Px+Qx) /2
1= (3+Qx) /2
Solve for Qx
1 (2) = 3+Qx
2 = 3 +Qx
2-3 = Qx
Qx= -1
My = (y1+y2) /2
3 = (-4+Qy) /2
Solve for QY
3 (2) = -4+Qy
6= -4 + Qy
6+4 = Qy
10 = Qy
Coordinates of the Endpoint Q:
Q = (-1,10)