Question

graph the point (3, 9) on the coordinate plane.

Explanation:

Step1: Identify x and y coordinates

For the point \((3, 9)\), the x - coordinate is \(3\) and the y - coordinate is \(9\).

Step2: Locate x = 3 on x - axis

Find the position on the x - axis (horizontal axis) where the value is \(3\). This is 3 units to the right of the origin \((0,0)\) along the x - axis.

Step3: Locate y = 9 on y - axis

Find the position on the y - axis (vertical axis) where the value is \(9\). This is 9 units above the origin \((0,0)\) along the y - axis.

Step4: Plot the point

From the position of \(x = 3\) on the x - axis, move up until you reach the level of \(y=9\) on the y - axis. Mark the point at the intersection of the vertical line through \(x = 3\) and the horizontal line through \(y = 9\).

(Note: Since this is a graphing task, the final answer is the plotted point at \((3,9)\) on the coordinate plane. In the given grid, we move 3 units right from the origin on the x - axis and 9 units up on the y - axis to plot the point.)

Answer:

The point \((3,9)\) is plotted by moving 3 units to the right along the x - axis and 9 units up along the y - axis from the origin \((0,0)\) on the coordinate plane.