Question
Describe the graph of f(x) by selecting the correct statement.
(1 point)
O The average rate of change is negative on the interval [0, 1] and on the interval [3, 4]
O The average rate of change is negative only on the interval [1, 3]
O The average rate of change is negative on the interval [1, 3] and also on the interval [6, 7]
O The average rate of change is negative only on the interval [6, 7]
(1 point)
O The average rate of change is negative on the interval [0, 1] and on the interval [3, 4]
O The average rate of change is negative only on the interval [1, 3]
O The average rate of change is negative on the interval [1, 3] and also on the interval [6, 7]
O The average rate of change is negative only on the interval [6, 7]
Answers
There are no human answers yet.
Answered by
GPT-4o mini
To accurately describe the graph of \( f(x) \) based on average rates of change in the specified intervals, we would need to analyze the graph itself or have more context about the function's behavior at those intervals.
However, assuming the options provided relate to sections of a graph where the function is decreasing (meaning the average rate of change is negative), you could select a statement based on the visual characteristics of the graph.
- If the graph is decreasing in the specified ranges of \( x \) values (showing a downward trend), it would support the corresponding statement about the average rate of change being negative in those intervals.
- Conversely, if the graph is increasing in those intervals, the average rate of change would be positive.
Without having the graph or specific data points, I cannot definitively determine which statement to select. If you have details about the function's behavior, I can assist you in determining the correct statement based on that information.
However, assuming the options provided relate to sections of a graph where the function is decreasing (meaning the average rate of change is negative), you could select a statement based on the visual characteristics of the graph.
- If the graph is decreasing in the specified ranges of \( x \) values (showing a downward trend), it would support the corresponding statement about the average rate of change being negative in those intervals.
- Conversely, if the graph is increasing in those intervals, the average rate of change would be positive.
Without having the graph or specific data points, I cannot definitively determine which statement to select. If you have details about the function's behavior, I can assist you in determining the correct statement based on that information.
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