Question

express the relation below as a graph.

x	y
-2	-7
-8	8
9	6
-2	-6
8	-10

click to plot points on the graph.

coordinate plane with x-axis from -10 to 10 and y-axis from -10 to 10, grid lines, and a submit button at the bottom.

Explanation:

Step1: Identify each point

For each row in the table, the \(x\)-value and \(y\)-value form a coordinate \((x,y)\). The points are: \((10, -5)\), \((-2, -7)\), \((-8, 8)\), \((9, 6)\), \((-2, -6)\), \((8, -10)\).

Step2: Plot each point on the graph

• For \((10, -5)\): Move 10 units to the right on the \(x\)-axis (since \(x = 10\)) and 5 units down on the \(y\)-axis (since \(y=-5\)) and mark the point.
• For \((-2, -7)\): Move 2 units to the left on the \(x\)-axis (since \(x = -2\)) and 7 units down on the \(y\)-axis (since \(y=-7\)) and mark the point.
• For \((-8, 8)\): Move 8 units to the left on the \(x\)-axis (since \(x = -8\)) and 8 units up on the \(y\)-axis (since \(y = 8\)) and mark the point.
• For \((9, 6)\): Move 9 units to the right on the \(x\)-axis (since \(x = 9\)) and 6 units up on the \(y\)-axis (since \(y = 6\)) and mark the point.
• For \((-2, -6)\): Move 2 units to the left on the \(x\)-axis (since \(x = -2\)) and 6 units down on the \(y\)-axis (since \(y=-6\)) and mark the point.
• For \((8, -10)\): Move 8 units to the right on the \(x\)-axis (since \(x = 8\)) and 10 units down on the \(y\)-axis (since \(y=-10\)) and mark the point.

Answer:

The points \((10, -5)\), \((-2, -7)\), \((-8, 8)\), \((9, 6)\), \((-2, -6)\), \((8, -10)\) are plotted on the coordinate plane as described. (Note: Since this is a plotting task, the final answer is the set of plotted points on the given graph.)