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c. $y = -2x + 6$ | x | y | | ---- | ---- | | 0 | 6 | | 3 | 0 | | 4 | -2…

Question

c.
$y = -2x + 6$

xy
30
4-2

Explanation:

Step1: Plot first coordinate pair

Locate $(0, 6)$ on the grid: this is the y-intercept, where $x=0$, $y=6$.

Step2: Plot second coordinate pair

Locate $(3, 0)$ on the grid: this is the x-intercept, where $x=3$, $y=0$.

Step3: Plot third coordinate pair

Locate $(4, -2)$ on the grid: where $x=4$, $y=-2$.

Step4: Draw the straight line

Connect the three plotted points with a straight line, extending it across the grid.

Answer:

A straight line passing through the points $(0, 6)$, $(3, 0)$, and $(4, -2)$ is graphed on the coordinate plane.