To determine which statements are true based on the graph, we need to analyze the slopes (rates of change) and the initial earnings of the individuals mentioned. Here's how to approach each statement:
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The plumber has a steeper rate of change than the entry level worker.
- This statement can be verified by looking at the slopes of the lines representing the plumber and the entry-level worker. If the slope of the plumber's line is greater than that of the entry level worker's, the statement is true.
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The entry level worker has the same slope as the lawyer.
- Look at the slopes of both the entry level worker and the lawyer. If they are equal, this statement is true.
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The plumber initially earns more money than the lawyer, but the lawyer earns more as more hours are worked.
- Check the initial earnings (y-intercepts) of both the plumber and the lawyer. If the plumber's initial earnings are higher but the lawyer’s slope is greater, then this statement is true.
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The lawyer has a greater initial amount of earnings than the plumber.
- Compare the y-intercepts of the lawyer and the plumber. If the lawyer’s y-intercept is higher, this statement is true.
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Bill Gates has the same y-intercept as the entry level worker.
- Look at the y-intercept of Bill Gates and the entry level worker. If they are the same, this statement is true.
Without seeing the graph, I cannot definitively tell you which statements are true. Please analyze the slopes and y-intercepts as described above to determine the truth of each statement.
3 answers