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Question 4 a) It costs $1500 plus $5.00 per bottle to produce the lotion. If x represents the number of bottles and y represent the amount of money, the equation that models this scenario is y = 5x + 1500 [Hint: Lesson 6.4, Lesson 5.2, Lesson 4.3, Lesson 2.2, Lesson 7.1] i) What does the rate of change and the initial condition represent in this scenario? ii) The company has $2 500, solve the equation to determine the number of lotion bottles that can be made.

Question 4 a) It costs $1500 plus $5.00 per bottle to produce the lotion. If x represents the number of bottles and y represent the amount of money, the equation that models this scenario is y = 5x + 1500 [Hint: Lesson 6.4, Lesson 5.2, Lesson 4.3, Lesson 2.2, Lesson 7.1] i) What does the rate of change and the initial condition represent in this scenario? ii) The company has $2 500, solve the equation to determine the number of lotion bottles that can be made.

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
1st Edition
ISBN:9781680331141
Author:HOUGHTON MIFFLIN HARCOURT
Publisher:HOUGHTON MIFFLIN HARCOURT
Chapter8: Graphing Quadratic Functions
Section8.5: Using Intercept Form
Problem 104E
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12 b) Each bottle of lotion sells for $20.00. If x represents the number of bottles and y represent the amount of money, the equation that models this scenario is y=20x i) Would this represent a direct or inverse variation? (Explain your answer) ii) Terry likes the product and would like to buy 10 bottles, how much money would she spend?
Transcribed Image Text:12 b) Each bottle of lotion sells for $20.00. If x represents the number of bottles and y represent the amount of money, the equation that models this scenario is y=20x i) Would this represent a direct or inverse variation? (Explain your answer) ii) Terry likes the product and would like to buy 10 bottles, how much money would she spend?
12 Question 4 a) It costs $1500 plus $5.00 per bottle to produce the lotion. If x represents the number of bottles and y represent the amount of money, the equation that models this scenario is y = 5x + 1500 [Hint: Lesson 6.4, Lesson 5.2, Lesson 4.3, Lesson 2.2, Lesson 7.1] i) What does the rate of change and the initial condition represent in this scenario? 11) has $2 500, solve the equation to determine the number of lotion bottles that can The company be made.
Transcribed Image Text:12 Question 4 a) It costs $1500 plus $5.00 per bottle to produce the lotion. If x represents the number of bottles and y represent the amount of money, the equation that models this scenario is y = 5x + 1500 [Hint: Lesson 6.4, Lesson 5.2, Lesson 4.3, Lesson 2.2, Lesson 7.1] i) What does the rate of change and the initial condition represent in this scenario? 11) has $2 500, solve the equation to determine the number of lotion bottles that can The company be made.
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