A city park has a train ride. The profit the park earns from the daily train rides is based on the number of passengers, x. If the profit each day, P, is represented by the function P(x) = 1.50x - 25, which statement is true? P(5) represents the profit earned based on 5 days of operating the train, and P(5) = 20. O P(5) represents the profit earned based on 5 passengers riding the train, and P(5) = 20. O P(20) represents the profit earned based on 20 days of operating the train, and P(20) = 5. O P(20) represents the profit earned based on 20 passengers riding the train, and P(20) = 5.

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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A city park has a train ride. The profit the park earns from the daily train rides is based on the number of passengers, \( x \).

If the profit each day, \( P \), is represented by the function \( P(x) = 1.50x - 25 \), which statement is true?

- \( \circ \) \( P(5) \) represents the profit earned based on 5 days of operating the train, and \( P(5) = 20 \).
- \( \circ \) \( P(5) \) represents the profit earned based on 5 passengers riding the train, and \( P(5) = 20 \).
- \( \circ \) \( P(20) \) represents the profit earned based on 20 days of operating the train, and \( P(20) = 5 \).
- \( \circ \) \( P(20) \) represents the profit earned based on 20 passengers riding the train, and \( P(20) = 5 \).
Transcribed Image Text:A city park has a train ride. The profit the park earns from the daily train rides is based on the number of passengers, \( x \). If the profit each day, \( P \), is represented by the function \( P(x) = 1.50x - 25 \), which statement is true? - \( \circ \) \( P(5) \) represents the profit earned based on 5 days of operating the train, and \( P(5) = 20 \). - \( \circ \) \( P(5) \) represents the profit earned based on 5 passengers riding the train, and \( P(5) = 20 \). - \( \circ \) \( P(20) \) represents the profit earned based on 20 days of operating the train, and \( P(20) = 5 \). - \( \circ \) \( P(20) \) represents the profit earned based on 20 passengers riding the train, and \( P(20) = 5 \).
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