To accurately determine which statements are true based on the graph you are referring to, I would need to visually analyze the graph in question. However, I can guide you on how to evaluate each statement based on the typical meaning of terms like "slope," "fixed cost," and "y-intercept" in the context of such graphs.
-
Lenny's Limos has a larger slope than Fast and Furious. - Check this if the line representing Lenny's Limos is steeper than the line representing Fast and Furious.
-
Fast and Furious initially has a larger fixed cost than Lenny's Limos; but has a lower rate of change. - Check this if the y-intercept for Fast and Furious is higher than for Lenny's Limos and the slope (rate of change) for Fast and Furious is lower than that of Lenny's Limos.
-
Lenny's Limos has a lower initial amount of fixed cost than the other two. - Check this if the y-intercept of Lenny's Limos is lower than the y-intercept of both Fast and Furious and Reliable Robert.
-
Reliable Robert has a steeper rate of change than Lenny's Limos. - Check this if the line for Reliable Robert is steeper than the line for Lenny's Limos.
-
All three have the same y-intercept. - Check this if all three lines cross the y-axis at the same point.
To properly answer your question, you would look at the specific slopes and y-intercepts of each line as depicted in the graph. If you can provide details about the slopes or y-intercepts for Lenny's Limos, Fast and Furious, and Reliable Robert, I could provide more specific guidance on which statements might be correct.