Question

express the relation below as a graph.
domain
-10
-8
-2
2
3
7
range
-9
-4
-3
0
7
10
click to plot points on the graph.

Explanation:

Step1: Identify ordered pairs

From the domain (x - values) and range (y - values) mappings:

• For \(x=- 10\), find the corresponding \(y\). From the arrows, \(-10\) maps to \(10\), so the point is \((-10,10)\).
• For \(x = - 8\), it maps to \(-3\), so the point is \((-8,-3)\).
• For \(x=-2\), it maps to \(-9\), so the point is \((-2,-9)\).
• For \(x = 2\), it maps to \(0\), so the point is \((2,0)\).
• For \(x = 3\), it maps to \(-4\), so the point is \((3,-4)\).
• For \(x = 7\), it maps to \(7\), so the point is \((7,7)\).

Step2: Plot the points

On the coordinate plane:

• For \((-10,10)\): Move 10 units left on the x - axis (since \(x=-10\)) and 10 units up on the y - axis (since \(y = 10\)) and plot the point.
• For \((-8,-3)\): Move 8 units left on the x - axis and 3 units down on the y - axis (since \(y=-3\)) and plot the point.
• For \((-2,-9)\): Move 2 units left on the x - axis and 9 units down on the y - axis and plot the point.
• For \((2,0)\): Move 2 units right on the x - axis and 0 units (on the x - axis) on the y - axis and plot the point.
• For \((3,-4)\): Move 3 units right on the x - axis and 4 units down on the y - axis and plot the point.
• For \((7,7)\): Move 7 units right on the x - axis and 7 units up on the y - axis and plot the point.

Answer:

The points to plot are \((-10,10)\), \((-8,-3)\), \((-2,-9)\), \((2,0)\), \((3,-4)\), and \((7,7)\) on the given coordinate plane.