To determine the validity of each statement, we need to analyze a hypothetical graph of the three services: Reliable Robert, Lenny's Limos, and Fast and Furious. Since I don't have access to the actual graph you're referencing, I can offer general guidance on how to decide which statements might be true based on typical graph analysis.
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Reliable Robert has a steeper rate of change than Lenny's Limos.
- If the slope (rate of change) of Reliable Robert's line is steeper than Lenny's Limos, this statement is true. You'd look for which line rises faster as you move along the x-axis.
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Lenny's Limos has a larger slope than Fast and Furious.
- If Lenny's Limos line has a higher slope than Fast and Furious, this statement is also true. Again, you compare how quickly each line rises.
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Fast and Furious initially has a larger fixed cost than Lenny's Limos; but has a lower rate of change.
- This statement is true if Fast and Furious starts at a higher y-value (indicating a higher fixed cost) but has a shallower slope compared to Lenny's Limos.
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All three have the same y-intercept.
- If all three lines start at the same point on the y-axis (meaning they all begin with the same fixed cost), this statement is true.
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Lenny's Limos has a lower initial amount of fixed cost than the other two.
- This statement is true if Lenny's Limos starts at a lower y-value than both Reliable Robert and Fast and Furious.
To accurately answer which of these apply, you would need to closely examine the graph. Check slope and intercept values for each service, and make selections based on your analysis of those elements.