Construct a quadrilateral ABCD by the coordinates of its vertices. Draw the diagonals AC

Construct a quadrilateral ABCD by the coordinates of its vertices. Draw the diagonals AC and BD and find the coordinates of their intersection point M.

We construct points A, B, C, D.

A (-8; 6), B (6; 5), C (1; -3), D (-7; 1).

Let’s connect the points А, В, С, D. Let’s construct the diagonals АС and ВD, with the point of intersection.

From point M, draw a perpendicular to the axes OX and OY and mark the points K and H, point K (0; 2), point H (-4; 0). Then the point M has coordinates (-4; 2).

Answer: The coordinates of the point of intersection of the diagonals are (-4; 2).