5. Let's apply our knowledge of functions and their inverses to a real world problem: To make a long-distance call, your phone company charges $1.50 to make the connection, and an additional $0.10 for every minute that you are on the line once connected. a. Write an equation for the price of a long-distance call, p, in terms of the length of the call in minutes, m: b. When you get the phone bill, you see that your sister made a long-distance call that cost $2.75. How long was she on the phone? Think about how you solved part (b). Write an equation to determine m in terms of p. (That is, how do you calculate the length of a call based on its price?) C.

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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5. Let's apply our knowledge of functions and their inverses to a real world problem:
To make a long-distance call, your phone company charges $1.50 to make the connection, and an additional $0.10
for every minute that you are on the line once connected.
a. Write an equation for the price of a long-distance call, p, in terms of the length of the call in minutes, m:
b. When you get the phone bill, you see that your sister made a long-distance call that cost $2.75. How
long was she on the phone?
Think about how you solved part (b). Write an equation to determine m in terms of p. (That is, how do
you calculate the length of a call based on its price?)
C.
Transcribed Image Text:5. Let's apply our knowledge of functions and their inverses to a real world problem: To make a long-distance call, your phone company charges $1.50 to make the connection, and an additional $0.10 for every minute that you are on the line once connected. a. Write an equation for the price of a long-distance call, p, in terms of the length of the call in minutes, m: b. When you get the phone bill, you see that your sister made a long-distance call that cost $2.75. How long was she on the phone? Think about how you solved part (b). Write an equation to determine m in terms of p. (That is, how do you calculate the length of a call based on its price?) C.
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