Question

graph the quadrilateral with the given vertices in the coordinate plane.
j(-2, 3), k(-5, 7), l(3, 6), m(6, 2)

Explanation:

Step1: Locate point J(-2, 3)

Find the x - coordinate - 2 on the x - axis (2 units to the left of the origin) and the y - coordinate 3 on the y - axis (3 units above the origin). Mark this point.

Step2: Locate point K(-5, 7)

Find the x - coordinate - 5 (5 units to the left of the origin) and the y - coordinate 7 (7 units above the origin). Mark this point.

Step3: Locate point L(3, 6)

Find the x - coordinate 3 (3 units to the right of the origin) and the y - coordinate 6 (6 units above the origin). Mark this point.

Step4: Locate point M(6, 2)

Find the x - coordinate 6 (6 units to the right of the origin) and the y - coordinate 2 (2 units above the origin). Mark this point.

Step5: Connect the points

Use a straight - line tool (or a ruler) to connect the points in the order J - K - L - M - J. This will form the quadrilateral in the coordinate plane.

Answer:

The quadrilateral is graphed by first locating the four vertices \(J(-2,3)\), \(K(-5,7)\), \(L(3,6)\), and \(M(6,2)\) in the coordinate plane and then connecting them in sequence.