Question

graph the quadrilateral with the given vertices in the coordinate plane.
n( - 5, 0), p(0, 4), q(3, 0), r( - 2, - 4)
polygon
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Explanation:

Step1: Plot point N

Locate \( x = -5 \), \( y = 0 \) on the coordinate plane. Mark the point \( N(-5, 0) \).

Step2: Plot point P

Locate \( x = 0 \), \( y = 4 \) on the coordinate plane. Mark the point \( P(0, 4) \).

Step3: Plot point Q

Locate \( x = 3 \), \( y = 0 \) on the coordinate plane. Mark the point \( Q(3, 0) \).

Step4: Plot point R

Locate \( x = -2 \), \( y = -4 \) on the coordinate plane. Mark the point \( R(-2, -4) \).

Step5: Connect the points

Using the "Polygon" tool, connect the points in the order \( N \to P \to Q \to R \to N \) to form the quadrilateral.

Answer:

The quadrilateral with vertices \( N(-5, 0) \), \( P(0, 4) \), \( Q(3, 0) \), \( R(-2, -4) \) is graphed by plotting the points and connecting them in order. (The actual graph is formed by the plotted points and the connecting lines as described in the steps.)