Question

plot the following points on the coordinate plane. (0.6, -0.7) (0.2, -0.8) (0.1, -0.5) (0.4, -0.4)

Explanation:

Step1: Recall coordinate - plane rules

In a coordinate plane, for a point $(x,y)$, $x$ is the horizontal (abscissa) value and $y$ is the vertical (ordinate) value.

Step2: Plot the point $(0.6, - 0.7)$

Move 0.6 units to the right along the x - axis and 0.7 units down along the y - axis and mark the point.

Step3: Plot the point $(0.2, - 0.8)$

Move 0.2 units to the right along the x - axis and 0.8 units down along the y - axis and mark the point.

Step4: Plot the point $(0.1, - 0.5)$

Move 0.1 units to the right along the x - axis and 0.5 units down along the y - axis and mark the point.

Step5: Plot the point $(0.4, - 0.4)$

Move 0.4 units to the right along the x - axis and 0.4 units down along the y - axis and mark the point.

This is a visual task, and the actual plotting is done on the given coordinate - plane interface. The steps above describe the process of plotting the points.

Answer:

Step1: Recall coordinate - plane rules

In a coordinate plane, for a point $(x,y)$, $x$ is the horizontal (abscissa) value and $y$ is the vertical (ordinate) value.

Step2: Plot the point $(0.6, - 0.7)$

Move 0.6 units to the right along the x - axis and 0.7 units down along the y - axis and mark the point.

Step3: Plot the point $(0.2, - 0.8)$

Move 0.2 units to the right along the x - axis and 0.8 units down along the y - axis and mark the point.

Step4: Plot the point $(0.1, - 0.5)$

Move 0.1 units to the right along the x - axis and 0.5 units down along the y - axis and mark the point.

Step5: Plot the point $(0.4, - 0.4)$

Move 0.4 units to the right along the x - axis and 0.4 units down along the y - axis and mark the point.

This is a visual task, and the actual plotting is done on the given coordinate - plane interface. The steps above describe the process of plotting the points.