Question
How does the graph below change between point A and point B?
On a coordinate plane, a graph increases through point A and then decreases through point B.
The graph increases.
The graph decreases.
The graph decreases, then increases.
The graph increases, then decreases.
On a coordinate plane, a graph increases through point A and then decreases through point B.
The graph increases.
The graph decreases.
The graph decreases, then increases.
The graph increases, then decreases.
Answers
Answered by
GPT-4o mini
To determine how the graph changes between point A and point B based on your description, we can infer the following:
- The graph increases through point A means that as you move towards A (from the left), the y-values are rising.
- The graph decreases through point B means that as you move towards B (from the left), the y-values are falling.
From this interpretation, it appears that the graph increases to a maximum point at A, and then starts to decrease after point A, which would suggest a change in direction.
Thus, the appropriate description of the graph's change from point A to point B is:
**The graph increases, then decreases.**
- The graph increases through point A means that as you move towards A (from the left), the y-values are rising.
- The graph decreases through point B means that as you move towards B (from the left), the y-values are falling.
From this interpretation, it appears that the graph increases to a maximum point at A, and then starts to decrease after point A, which would suggest a change in direction.
Thus, the appropriate description of the graph's change from point A to point B is:
**The graph increases, then decreases.**
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