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Q 1/25
Score 0
Bowling costs $7.50 per game, plus $10 for shoe rental. Create a function that represents the costs of bowling as a function of the number of games played.
60
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Q 2/25
Score 0
Renting a canoe costs $10 plus $28 per day. Write the equation that models the cost of renting a canoe to the days rented.
60
Users enter free text
25 questions
Q.
Bowling costs $7.50 per game, plus $10 for shoe rental. Create a function that represents the costs of bowling as a function of the number of games played.
1
60 sec
Q.
Renting a canoe costs $10 plus $28 per day. Write the equation that models the cost of renting a canoe to the days rented.
2
60 sec
Q.
From 1994 through 1997, the cost of owning and operating a car per mile increased by about 2.2 cents per year. In 1994 (year 0), it cost about 46.7 cents per mile. Write the equation that models the cost of owning and operating a car per mile to the years.
3
60 sec
Q.
The math club goes to an amusement park. Student tickets cost $15 each. Teachers go for free. The bus costs $90. Write a function that models the cost of the trip in terms of number of students attending.
4
60 sec
Q.
You have $36 to spend on posters for your bedroom. You buy 1 large poster for $8 and some small posters for $4. Write a function that models the cost of your shopping spree as a function of how many little posters you buy.
5
60 sec
Q.
Bill is repaying a $100 loan at $10 per week. Write the equation that models the amount left to pay back to the weeks.
6
60 sec
Q.
The US Bureau of the Census predicts that the population of Florida will be about 17.4 million in 2010 and then will increase by about 0.22 million per year until 2025. Write the equation that models the population as a function of the year since 2010.
7
60 sec
Q.
At the waterpark, souvenir mugs cost $12.95. Refills of soda cost $1.25 each. Write the cost of soda for the day as a function of number of refills.
8
30 sec
Q.
At a waterpark, souvenir mugs cost $10.95. Refills of soda cost $1.50 each. Write the cost of soda for the day as a function of number of refills.
9
60 sec
Q.
At a waterpark, souvenir mugs cost $9.95. Refills of soda cost $2 each. Write the cost of soda for the day as a function of number of refills.
10
60 sec
Q.
A car is listed for sale with monthly payments of $239, and a downpayment of $1200. Write the money paid for the car as a function of the number of monthly payments.
11
60 sec
Q.
A car is listed for sale with monthly payments of $309, and a downpayment of $3200. Write the money paid for the car as a function of the number of monthly payments.
12
120 sec
Q.
A car is listed for sale with monthly payments of $199, and a downpayment of $999. Write the money paid for the car as a function of the number of monthly payments.
13
60 sec
Q.
A concert is $25 per ticket and the cost of parking is $40. Write the equation that models the total cost of the attending the concert, as a function of the number of tickets purchased.
14
60 sec
Q.
A concert is $250 per ticket and the cost of parking is free. Write the equation that models the total cost of the attending the concert, as a function of the number of tickets purchased.
15
60 sec
Q.
A concert is $200 per ticket and the cost of parking is $20. Write the equation that models the total cost of the attending the concert, as a function of the number of tickets purchased.
16
60 sec
Q.
Renting a bike costs $15 per hour, plus $10 insurance. Write the equation that models the cost of renting a bike to the hours rented.
17
60 sec
Q.
Bowling costs $10 per game and $10 for shoe rental. Create a function that represents the costs of bowling as a function of the number of games played.
18
60 sec
Q.
Bowling costs $12 for shoe rental and $8 per game . Create a function that represents the costs of bowling as a function of the number of games played.
19
60 sec
Q.
The math club goes on a trip. Student tickets cost $12 each. Teachers go for free. The bus costs $120. Write a function that models the cost of the trip in terms of number of students attending.
20
120 sec
Q.
The math club goes on a trip. Student tickets cost $12 each. Teachers go for free. The bus costs $90. Write a function that models the cost of the trip in terms of number of students attending.
21
120 sec
Q.
A large 3 topping pizza costs $12. Each additional topping costs 50c. Write the cost of the pizza as a function of the number of toppings.
22
120 sec
Q.
A large pizza costs $10. Each topping costs 50c. Write the cost of the pizza as a function of the number of toppings.
23
60 sec
Q.
A large pizza costs $12.50. Each topping costs 75c. Write the cost of the pizza as a function of the number of toppings.
24
60 sec
Q.
A large 3 topping pizza costs $12. Each additional topping costs 50c. Write the cost of the pizza as a function of the number of additional toppings.
