**Q6: **

A cyclist leaves a town and travels at a constant speed. The table below shows the distance travelled against time. Use it to find the cyclist's speed and the distance he travelled in 630 minutes.

Distance Travelled (km) | 60 | 120 | 180 | 240 |
---|---|---|---|---|

Time (h) | 3 | 6 | 9 | 12 |

- AThe speed is 10 km/h and the distance is 210 km.
- BThe speed is 20 km/h and the distance is 240 km.
- CThe speed is 20 km/h and the distance is 420 km.
- DThe speed is 20 km/h and the distance is 210 km.

**Q7: **

What is the domain of a function?

- A the set of values that actually comes out of the function
- B the set of values that may possibly come out of the function
- C the set of values that may possibly come out of or go into the function
- Dthe set of inputs of a function
- Ethe set of values that actually comes out of or goes into the function

**Q8: **

The function is defined by

Solve for .

- A
- B
- C
- D
- E

**Q9: **

Liam wants to calculate the total cost for reserving a number of nights in a particular hotel. If the cost for a night is $50 plus a registration fee of $70, write a function that describes the total cost based on the number of nights. What is the initial cost for this function?

- A , initial cost
- B , initial cost
- C , initial cost
- D , initial cost
- E , initial cost

**Q10: **

Use the following graph of the function to solve .

- A
- B
- C
- D This has no solution.
- E

**Q11: **

Find the domain and range of the following function: the rule is and .

- Adomain , range
- Bdomain , range
- Cdomain , range
- Ddomain , range
- Edomain , range

**Q12: **

A projectile is released from a point on a flat plane. The height of the projectile can be calculated, at a given time , using the function . Given that the projectile can NOT travel beneath the surface of the plane, work out the domain of the function.

- A
- B
- C
- D
- E

**Q13: **

A multiplayer online game charges $16 for signing up to play and then charges $9.86 monthly. Let represent the number of months the game is played and the total cost. Write a function rule to represent the total cost, and then find how much the first 3 months of playing the game would cost.

- A , $160.76
- B , $187.34
- C , $189.34
- D , $45.58
- E , $28.86

**Q14: **

What is the range of a function?

- A the set of values that can go into the function
- B the set of values that may possibly come out of the function
- C the set of values that may possibly come out of or go into the function
- Dthe outputs of a function
- Ethe set of values that actually comes out of or goes into the function

**Q15: **

A pizza shop sells 41 pizzas each hour. By making a function table that shows the number of pizzas sold after 1, 2, 3, and 4 hours, determine the domain and range.

- Adomain , range
- Bdomain , range
- Cdomain , range
- Ddomain , range
- Edomain , range

**Q16: **

Determine whether the following statement is true or false: Any function is a mathematical relation, but not any mathematical relation is a function.

- Atrue
- Bfalse

**Q17: **

Identify the domain and range of the following function: the rule is and .

- Adomain , range
- Bdomain , range
- Cdomain , range
- Ddomain , range
- Edomain , range

**Q18: **

Identify the domain and range of the following function: the rule is and .

- Adomain , range
- Bdomain , range
- Cdomain , range
- Ddomain , range
- Edomain , range

**Q19: **

Use the following table to solve

1 | 2 | 3 | 4 | 5 | 6 | |

1 | 14 |

- A
- B
- C
- D
- E

**Q20: **

An artist bought 8 brushes for $5.00 each, and he had a coupon for $2.31 off his total purchase. Write a function rule to represent the total purchase price, letting represent the number of brushes and the total amount he spent on them, and then determine that amount.

- A , $32.69
- B , $42.31
- C , $32.69
- D , $37.69
- E , $10.69

**Q21: **

Crocodile can swim up to 10 miles per hour. Write a function rule that represents the total number of miles a crocodile can swim at this rate, using to represent the number of hours and to represent the total number of miles. Then, use that function rule to determine the total number of miles a crocodile can swim in five hours.

- A , 10
- B , 15
- C , 5
- D , 50
- E , 60

**Q22: **

Crocodile can swim up to 10 miles per hour. Write a function rule that represents the total number of miles a crocodile can swim at this rate, using to represent the number of hours and to represent the total number of miles. Then, use that function rule to determine the total number of miles a crocodile can swim in three hours.

- A , 10
- B , 13
- C , 7
- D , 30
- E , 40