Which coordinates are NOT the vertices of the parallelogram whose sides are contained in the lines whose equations are 2x + y = -12 , 2x - y = -8, 2x - y - 4 = 0, and 4x + 2y = 24?
a.(-5, -2)
c.(4, 4)
b.(-1, 2)
d.(-2, -8)

Respuesta :

According to the figure the vertices of the parallelogram are (- 5, -2), (- 2, - 8), (1, 10) and (4, 4) and the point (-1, 2) is not a vertex of the parallelogram. (Correct choice: B)

What point does not belong to a parallelogram?

In this question we report a parallelogram formed by four linear functions and we need to find which coordinates are not the vertices of that figure. There is a vertex where two lines intercepts each other. Lastly, the quickest and most efficient approach to determine the location of the four vertices is the graphic approach through a graphing tool.

According to the figure the vertices of the parallelogram are (- 5, -2), (- 2, - 8), (1, 10) and (4, 4) and the point (-1, 2) is not a vertex of the parallelogram.

To learn more on parallelograms: https://brainly.com/question/11220936

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