Question

1. graph the linear function 6x - y = 12. instructions ^ • click the graph tab. • click on the graph background to add a point. add two points to create a graph. drag a point or type in x and y coordinates to edit its position. click on a point to delete it. graph 1

Explanation:

Step1: Rewrite the equation in slope - intercept form

We have $6x - y=12$, which can be rewritten as $y = 6x - 12$.

Step2: Find the x - intercept

Set $y = 0$. Then $0=6x - 12$, so $6x=12$ and $x = 2$. The x - intercept is the point $(2,0)$.

Step3: Find the y - intercept

Set $x = 0$. Then $y=6\times0 - 12=- 12$. The y - intercept is the point $(0,-12)$.

Step4: Plot the points and draw the line

Plot the points $(2,0)$ and $(0,-12)$ on the coordinate plane and draw a straight line passing through them.

Answer:

To graph the line $y = 6x - 12$, plot the points $(2,0)$ and $(0,-12)$ and draw a straight - line through them.