Question

graph the points (7, −1), (3, 5), and (−8, −4) on the coordinate plane. click to graph a point. click the point again to delete it.

Explanation:

Step1: Graph point (7, -1)

To graph \((7, -1)\), start at the origin \((0,0)\). Move 7 units to the right along the x - axis (since the x - coordinate is 7) and then 1 unit down along the y - axis (since the y - coordinate is - 1). Mark this point.

Step2: Graph point (3, 5)

For the point \((3,5)\), start at the origin. Move 3 units to the right along the x - axis (because the x - coordinate is 3) and then 5 units up along the y - axis (because the y - coordinate is 5). Mark this point.

Step3: Graph point (-8, -4)

To graph \((-8, -4)\), start at the origin. Move 8 units to the left along the x - axis (since the x - coordinate is - 8) and then 4 units down along the y - axis (since the y - coordinate is - 4). Mark this point.

(Note: Since this is a graphing task, the final answer is the visual representation of these three points on the coordinate plane as described in the steps above. If we were to describe the coordinates of the graphed points, they are \((7, -1)\), \((3,5)\), and \((-8, -4)\) plotted correctly on the coordinate system.)

Answer:

The points \((7, -1)\), \((3,5)\), and \((-8, -4)\) are graphed on the coordinate plane by following the steps of moving along the x - axis and y - axis as described.