Answer:
M(2, 0)
Explanation:
You want the coordinates of point M in parallelogram JKLM, given the vertices J(-2, -1), K(0, 2), and L(4, 3).
Midpoint
The diagonals of a parallelogram bisect each other, so have the same midpoint:
(J+L)/2 = X = (K +M)/2
J +L = K +M
M = J +L -K
M = (-2, -1) +(4, 3) -(0, 2) = (-2+4-0, -1+3-2) = (2, 0)
The coordinates of point M are (2, 0).
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