Question

graph the points (4, 1), (-4.5, 3), and (1, -4) on the coordinate plane. click to graph a point. click the point again to delete it.

Explanation:

Step1: Recall coordinate - point plotting rule

In a coordinate plane, for a point $(x,y)$, $x$ is the horizontal (abscissa) and $y$ is the vertical (ordinate) distance from the origin $(0,0)$.

Step2: Plot the point $(4,1)$

Start at the origin. Move 4 units to the right along the x - axis (since $x = 4$) and 1 unit up along the y - axis (since $y=1$) and mark the point.

Step3: Plot the point $(-4.5,3)$

Start at the origin. Move 4.5 units to the left along the x - axis (since $x=-4.5$) and 3 units up along the y - axis (since $y = 3$) and mark the point.

Step4: Plot the point $(1,-4)$

Start at the origin. Move 1 unit to the right along the x - axis (since $x = 1$) and 4 units down along the y - axis (since $y=-4$) and mark the point.

The points should be plotted on the given coordinate - plane as described above. This is a visual task and cannot be directly shown in text format, but the steps for plotting are provided.

Answer:

Step1: Recall coordinate - point plotting rule

In a coordinate plane, for a point $(x,y)$, $x$ is the horizontal (abscissa) and $y$ is the vertical (ordinate) distance from the origin $(0,0)$.

Step2: Plot the point $(4,1)$

Start at the origin. Move 4 units to the right along the x - axis (since $x = 4$) and 1 unit up along the y - axis (since $y=1$) and mark the point.

Step3: Plot the point $(-4.5,3)$

Start at the origin. Move 4.5 units to the left along the x - axis (since $x=-4.5$) and 3 units up along the y - axis (since $y = 3$) and mark the point.

Step4: Plot the point $(1,-4)$

Start at the origin. Move 1 unit to the right along the x - axis (since $x = 1$) and 4 units down along the y - axis (since $y=-4$) and mark the point.

The points should be plotted on the given coordinate - plane as described above. This is a visual task and cannot be directly shown in text format, but the steps for plotting are provided.