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Use the graph to determine the behavior of the function between the indicated points

Use The Graph To Determine The Behavior Of The Function Between The Indicated Points class=

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Answer:

To determine the behavior of a function between two points on a graph, you can follow these steps:

1. Identify the x-values of the two points provided on the graph.

2. Determine the corresponding y-values of these x-values by locating them on the graph.

3. Compare the y-values at these two points to understand the behavior of the function between them.

If the y-value at the second point is higher than the y-value at the first point, the function is increasing between those two points. If the y-value at the second point is lower than the y-value at the first point, the function is decreasing between those two points. If the y-values are the same, the function is constant between those two points.

By following these steps and analyzing the changes in y-values between the indicated points on the graph, you can determine the behavior of the function accurately.

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