The ordered pairs (20, -29.5),(21, -31), and (22, -32.5) are points on the graph of a linear equation. Which
of the following graphs show all of the ordered pairs in the solution set of this linear equation?

Question

04-05-2021
Mathematics

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The ordered pairs (20, -29.5),(21, -31), and (22, -32.5) are points on the graph of a linear equation. Which
of the following graphs show all of the ordered pairs in the solution set of this linear equation?

Sagot :

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Facundo3141592idn Facundo3141592idn · Answer 1 · 2022-05-13T05:19:45-04:00

The graph that contains the 3 points is the bottom right graph.

Which line contains the 3 points?

We want to see which of the graphs contains the 3 ordered pairs:

(20, -29.5),(21, -31), and (22, -32.5)

So we just need to look at the graphs and see which one has these points, notice that as x increases y decreases, so we have a decreasing line.

The slope of the decreasing line is:

a = (-31 + 29.5)/(21 - 20) = -1.5

The graph with this slope is the last one (bottom right, the other decreasing line has a slope of -1). So that is the correct option.

If you want to learn more about lines:

https://brainly.com/question/1884491

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Sagot :

Which line contains the 3 points?

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