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graph the quadrilateral with vertices (-4, -5), (-7, -2), (-1, 5), and …

Question

graph the quadrilateral with vertices (-4, -5), (-7, -2), (-1, 5), and (7, -4).

Explanation:

Step1: Locate first vertex

On the coordinate - plane, for the vertex (-4, -5), move 4 units to the left of the origin (x = - 4) and 5 units down (y = - 5) and mark the point.

Step2: Locate second vertex

For the vertex (-7, -2), move 7 units to the left of the origin (x=-7) and 2 units down (y = - 2) and mark the point.

Step3: Locate third vertex

For the vertex (-1, 5), move 1 unit to the left of the origin (x=-1) and 5 units up (y = 5) and mark the point.

Step4: Locate fourth vertex

For the vertex (7, -4), move 7 units to the right of the origin (x = 7) and 4 units down (y=-4) and mark the point.

Step5: Connect the vertices

Connect the four marked points in order to form the quadrilateral.

Answer:

The quadrilateral is graphed by following the above - mentioned steps on the given coordinate plane.