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WGU C957 APPLIED ALGEBRA FINAL EXAM 2022-24 UPDATE

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A rental car company charges a flat fee of $39 for a car rental. They charge an additional $0.62 for each mile driven. Which function F represents the cost to rent a car, where m represents the number of miles? A. F(m)=39+0.62m B. F(m)=39+0.62+m C. F(m)=39m+0.62 D. F(m)=(39+0.62)m: A 2. You just started a lawn company. You spent $200 in initial costs, and you earn $150 per month. Which function can be used to predict your profit after x months? A. F(x)=150x+200 B. F(x)=200x-150 C. F(x)=200x+150 D. F(x)=150x-200: D 3. Which represents the inputs and outputs of a function? A. Input: Number of vacation days; Output: Annual salary B. Input: Speed of car; Output: Distance traveled in one hour C. Input: Scores on an algebra assignment; Output: The number of students in an algebra class D. Input: The number of the news channel; Output: The number of TV shows on at 7:00 p.m.: B

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WGU C957 APPLIED ALGEBRA FINAL EXAM 2022/2023 UPDATE

1. A rental car company charges a flat fee of $39 for a car rental. They charge
an additional $0.62 for each mile driven.

Which function F represents the cost to rent a car, where m represents the
number of miles?

A. F(m)=39+0.62m
B. F(m)=39+0.62+m
C. F(m)=39m+0.62
D. F(m)=(39+0.62)m: A
2. You just started a lawn company. You spent $200 in initial costs, and you
earn $150 per month. Which function can be used to predict your profit after
x months?

A. F(x)=150x+200
B. F(x)=200x-150
C. F(x)=200x+150
D. F(x)=150x-200: D
3. Which represents the inputs and outputs of a function?
A. Input: Number of vacation days; Output: Annual salary
B. Input: Speed of car; Output: Distance traveled in one hour
C. Input: Scores on an algebra assignment; Output: The number of students
in an algebra class
D. Input: The number of the news channel; Output: The number of TV shows
on at 7:00 p.m.: B
4. Which variable is a qualitative variable?

A. Your child's name
B. Your shirt color
C. Your salary
D. Your bank account number: B
5. A cell phone company charges a fee of $90 per month of service. A
customer's cost, C, for service can be represented by the function C(m)=90m,
where m represents the number of months.

Find the total cost for six months of service.

A. $5,400
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