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Graph the line through points (-1, -3) and (7, -8)

From the graph, tell whether the slope is..

Graph the line through points (-1, -3) and (7, -8) From the graph, tell whether the-example-1
User David Riha
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1 Answer

5 votes

Answer:

a) Negative slope


m=-(5)/(8)

Explanation:

The graph of the given line is shown in the attachment.

We can see from the grap that, the line is sloping backwards.

Therefore the line has a negative slope.

The given points are (-1,-3) and (7,-8).

We use the formula
m=(y_2-y_1)/(x_2-x_1) to find the slope of this line.


\implies m=(-8--3)/(7--1)


\implies m=(-8+3)/(7+1)


\implies m=-(5)/(8)

We can confirm from the result of our calculation that the slope is actually negative.

Graph the line through points (-1, -3) and (7, -8) From the graph, tell whether the-example-1
User Sebastian Hojas
by
7.9k points