REAL EXAM QUESTIONS AND ANSWERS WITH STUDY
GUIDE | VERIFIED AND ACCURATE FOR GUARANTEED
PASS | GRADED A
Which variable is the independent variable?
A. The amount of food prepared
B. The number of people attending - ANSWER -B
You own a car wash that charges $10 for each car that goes through. If you wash
50 cars a day, your revenue is $10×50=$500. If you only wash 20 cars a day, your
revenue is $10×20=$200.
Which variable is the independent variable?
A. Your company's revenue
B. The number of cars washed - ANSWER -B
The amount of money you spend on apps depends on the number of apps you buy.
Which variable is the dependent variable?
A. The amount of money spent
B. The number of apps you buy - ANSWER -A
When you first started at your job, you earned two weeks of vacation time a year.
After five years of employment, you earn three weeks of vacation. After ten years
of employment, you earn four weeks of vacation.
What is the dependent variable—the number of weeks of vacation or the number of
years employed?
, A. The number of weeks of vacation
B. The number of years employed - ANSWER -A
Which event allows you to predict the output based on an input?
A. The sex of a baby based on what the mother eats during pregnancy
B. The color gumball you get from a gumball machine based on which quarter you
put into the machine
C. Whether or not someone will opt into a retirement savings program based on
eye color
D. What comes out of a vending machine based on your selection - ANSWER -D
A cow eats grass, which is turned into milk by its body, and a farmer then milks
the cow.
What is the input?
A. The cow
B. The milk
C. The grass
D. The farmer - ANSWER -C
Which of these represents a function?
A. Input: A student's age; Output: The number of siblings a student has
B. Input: The cost of an item; Output: The sales tax owed on the item
C. Input: A teacher's gender; Output: Subject he or she teaches
D. Input: The amount of coffee consumed; Output: Level of intelligence -
ANSWER -B
A company uses the function B to predict the cost of benefits given the number of
employees, n.
What might the inverse function be useful for?