math108x_document_w11GroupAssignment

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Brigham Young University, Idaho *

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108

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Mathematics

Date

Jan 9, 2024

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xlsx

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12

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Problem 1 Problem 2 Answer Answer (2, 6) Dependent System Infinite Answers Solve the following sytems of linear equations. If you have questions about how to complete this assignment, please first consult your textbook.
Problem 3 Answer m (0.6, -0.5)
Ace Rentals charges $15 per day plus 10 cents per mile to rent a basic car. Zippy Cars charges $18 per day plus 8 cents per mile to rent the same car. If you plan to rent the car for one day, how many miles will have to be driven for the cost of a car from Ace Rentals to equal the cost of a car from the Zippy Cars? Use the information from Step 1 to create functions for the rental costs for each company. The two equations form a system of equations. Solve the system to calculate how many miles have to be driven for the cost of a car from Ace Rentals to equal the cost of a car from the Zippy Cars. Type the answer below. x=miles driven y= total cost Ace y=.10x+15 Zippy y=.08x+18
answer below. (150, 30)
Please list any key assumptions you can think of. Please list any key variables you can think of. What does this mean? When should a renter choose Ace and when should they choose Zippy? Are there any other factors that you would take into account besides the cost? What are they? You should use Ace up to the solution from the equation. If you need to travel past the solution, you should use Zippy for your car rental service. 1) We assume the cars will be available 2) We assume we are able to rent from both 3) We assume we will be able to travel 4) We assume we will have enough money to travel 5) We assume we will need to use a credit card 1) The number of miles driven per day 2) The type of car and the miles per gal it gets 3) 4) 5)
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