Plotting points on a coordinate plane worksheet pdf in coordinate geometry is available here. In the worksheet on plotting points in the coordinate plane, the students can learn how to plot the points on graph paper. Practice plotting points on a coordinate plane worksheet answers help you to identify axes, quadrants, ordered pairs on the x-y plane. This plotting points on a graph worksheet pdf will help you to score better grades in the exams.

## Plotting Points in the Coordinate Plane Worksheet PDF with Answers

**Example 1.**

Plot the points (−2,3) in the coordinate plane.

## Solution:

Given that the point is (-2,3)

Here the x coordinate is -2 and the y coordinate is 3.

Here the second coordinate is positive and the first coordinate is negative

The x-coordinate is -2 moves two units to the left from the origin. The y-coordinate 3 moves three units up in the positive y-direction.

**Example 2.**

Plot the points (4,4) in the coordinate plane.

## Solution:

Given that the point is (4,4)

Here the x coordinate is 4 and the y coordinate is 4 both the coordinates are positive.

The x-coordinate is 4 moves four units to the right. The y-coordinate is also 4 moves four units up in the positive y-direction.

**Example 3.**

Plot the points (0,-6) in the coordinate plane.

## Solution:

Given that the points are (0,-6)

Here the x-coordinate is 0 and the y-coordinate is -6.

Here the x-coordinate is positive and the y-coordinate is negative at the point (0,-6) beginning at the origin.

The x-coordinate is 0 not to move in either direction along the x-axis.

The y-coordinate is -6 moves six units down in the negative y-direction.

**Example 4.**

Plot the point (-6,5) in the coordinate plane.

## Solution:

In the given points -6 is the x coordinate and 5 is the y coordinate.

Here the x coordinate is negative and the y coordinate is positive so the point lies in the second quadrant.

We move 6 units to the left from the origin and then 5 units vertically up to plot the point (−6,5).

**Example 5.**

Plot the points (−4,6) in the coordinate plane.

## Solution:

Given that the point is (-4,6)

Here the x coordinate is -4 and the y coordinate is 6.

Here the second coordinate is positive and the first coordinate is negative

The x-coordinate is -4 moves four units to the left from the origin. The y-coordinate 6 moves six units up in the positive y-direction.

**Example 6.**

Plot the point (-9,-5) in the coordinate plane.

## Solution:

In the given points -9 is the x coordinate and -5 is the y coordinate.

Here the x coordinate is negative and the y coordinate is also negative so the point lies in the third quadrant. We move 9 units to the left from the origin and then 5 units vertically up to plot the point (−9,-5)

**Example 7.**

Plot the point (1,7) in the coordinate plane.

## Solution:

In the given points 1 is the x coordinate and 7 is the y coordinate.

Here the x coordinate is positive and the y coordinate is also positive so the point lies in the first quadrant. We move 1 unit to the left from the origin and then 7 units vertically up to plot the point (1,7)

**Example 8.**

Plot the point (9,-11) in the coordinate plane.

## Solution:

In the given points 9 is the x coordinate and -11 is the y coordinate.

Here the x coordinate is positive and the y coordinate is negative so the point lies in the fourth quadrant. We move 9 units to the left from the origin and then 11 units vertically up to plot the point (9,-11)

**Example 9.**

Plot the point (-1,-2) in the coordinate plane.

## Solution:

In the given points -1 is the x coordinate and -2 is the y coordinate.

Here the x coordinate is negative and the y coordinate is also negative so the point lies in the third quadrant. We move 1 unit to the left from the origin and then 2 units vertically up to plot the point (−1,-2)

**Example 10.**

Plot the point (-8,7) in the coordinate plane.

## Solution:

In the given points -8 is the x coordinate and 7 is the y coordinate.

Here the x coordinate is negative and the y coordinate is also negative so the point lies in the third quadrant. We move 8 units to the left from the origin and then 7 units vertically up to plot the point (−8,7)