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A movie rental company charges $17.50 per month for membership and $0.50 rental fee per movie. 40. Let x represent the number of movies rented in a month. Write an expression for the total cost per month based on x number of movie rentals. A) 17.50 +0.50x B) 18.00x C) 17.50(x+0.50) D) 0.50(17.50 +x) 41. Write an expression that represents the cost per movie rental. 17.50(x+0.50) A) 0.50(17.50+x) B) 18.00x C) 0.50 17.50 +0.50x D) 42. Write a rational equation to find the number of movies needed to be rented to make the cost per movie rental $1.75. 0.50(17.50+x) A) 17.50 +0.50x B) =1.75 =1.75 18.00x C) 0.50 17.50(x+0.50) D) =1.75 = 1.75 43. Find the number of movie rentals needed to make the cost per movie rental $1.75. A) 12 movies B) 14 movies C) 15 movies D) 16 movies E) 18 movies

A movie rental company charges $17.50 per month for membership and $0.50 rental fee per movie. 40. Let x represent the number of movies rented in a month. Write an expression for the total cost per month based on x number of movie rentals. A) 17.50 +0.50x B) 18.00x C) 17.50(x+0.50) D) 0.50(17.50 +x) 41. Write an expression that represents the cost per movie rental. 17.50(x+0.50) A) 0.50(17.50+x) B) 18.00x C) 0.50 17.50 +0.50x D) 42. Write a rational equation to find the number of movies needed to be rented to make the cost per movie rental $1.75. 0.50(17.50+x) A) 17.50 +0.50x B) =1.75 =1.75 18.00x C) 0.50 17.50(x+0.50) D) =1.75 = 1.75 43. Find the number of movie rentals needed to make the cost per movie rental $1.75. A) 12 movies B) 14 movies C) 15 movies D) 16 movies E) 18 movies

Algebra and Trigonometry (6th Edition)
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 movie rental company charges $17.50 per month for membership and $0.50 rental fee per movie. 40. Let x represent the number of movies rented in a month. Write an expression for the total cost per month based on x number of movie rentals. A) 17.50 +0.50x B) 18.00x C) 17.50(x +0.50) D) 0.50(17.50 +x) 41. Write an expression that represents the cost per movie rental. 17.50(x+0.50) A) 0.50(17.50+x) B) 18.00x C) 0.50 17.50 +0.50x D) 42. Write a rational equation to find the number of movies needed to be rented to make the cost per movie rental $1.75. 0.50(17.50+x) A) 17.50 +0.50x B) =1.75 =1.75 18.00x C) 0.50 17.50(x+0.50) D) =1.75 =1.75 43. Find the number of movie rentals needed to make the cost per movie rental $1.75. A) 12 movies B) 14 movies C) 15 movies D) 16 movies E) 18 movies
Transcribed Image Text:A movie rental company charges $17.50 per month for membership and $0.50 rental fee per movie. 40. Let x represent the number of movies rented in a month. Write an expression for the total cost per month based on x number of movie rentals. A) 17.50 +0.50x B) 18.00x C) 17.50(x +0.50) D) 0.50(17.50 +x) 41. Write an expression that represents the cost per movie rental. 17.50(x+0.50) A) 0.50(17.50+x) B) 18.00x C) 0.50 17.50 +0.50x D) 42. Write a rational equation to find the number of movies needed to be rented to make the cost per movie rental $1.75. 0.50(17.50+x) A) 17.50 +0.50x B) =1.75 =1.75 18.00x C) 0.50 17.50(x+0.50) D) =1.75 =1.75 43. Find the number of movie rentals needed to make the cost per movie rental $1.75. A) 12 movies B) 14 movies C) 15 movies D) 16 movies E) 18 movies
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