Representations of linear functions
Fuel efficiency

A family went on a long trip. Before leaving town, they filled up the car at a gas station near home. The graph below shows the dependence of the amount of fuel left in the tank on the distance they drove.

fuel in tank (liters)
distance (kilometers)


Describe the dependence of the amount of fuel remaining in the tank on the distance driven. Use words, a value table, and a correspondence rule.
  • What is the capacity of the tank (the amount of fuel in the tank when it is full)?

  • How many kilometers can the car drive on 1 liter of gas (the car's fuel efficiency)?
  • What is the greatest distance the family can drive before having to refuel?
  • Describe how the graph would change if:
    - The tank capacity were increased.
    - The fuel efficiency were increased.
    Display new graphs using the Representation of functions tool.






  • At the gas station
    Different prices
    Cab fares
    Changing grades
    Fuel efficiency
    Postal rates
    Inverse machines
    Graphs describing motion
    Trucks
    Medical prescriptions
    Height and bone lengths
    Dividing a budget
    Electric bill
    Constructing functions

    Exercise 1
    Exercise 2
    Exercise 3
    Exercise 4
    Exercise 5