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Graph a line that contains the point ( − 6 , 1 ) and has a slope of 5

2 Answers

5 votes

Answer:

y=5x + b

y=5x + 31

Explanation:

you can get the answer by putting -6 in the x spot and 1 in the y spot

User Infomaster
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5.5k points
4 votes

The graph of the line that contains the point ( − 6 , 1 ) and has a slope of 5 is shown below in the attachment.

How to graph a line?

To graph a line with a given point (-6, 1) and a slope of 5 without explicitly finding the equation, you can start from the given point (-6, 1) and use the slope (5) to find other points.

Move up by 5 units (rise) and to the right by 1 unit (run) from the given point, and you'll get another point on the line. Repeat this process to plot multiple points and then connect them to graph the line.

The graph of the line is attached below.

Graph a line that contains the point ( − 6 , 1 ) and has a slope of 5-example-1
User Willem Ellis
by
4.5k points