WORKSHEET 1 - Advanced Functions 12



WORKSHEET 1.2 – 1.3: Linear & Quadratic Functions

2.1.1: Match It!

Match each given function with the graph on the right-hand side.

1. ______ [pic]

2. ______ [pic]

3. ______ [pic]

4. ______ [pic]

5. ______ [pic]

6. ______ [pic]

7. ______ [pic]

8. ______ [pic]

2.1.2: Linear and Quadratic Functions

|Function |Domain and Range |Degree |Leading Coefficient |End Behaviour |

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|1. [pic] | | | | |

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|2. [pic] | | | | |

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|3. [pic] | | | | |

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|4. [pic] | | | | |

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|5. [pic] | | | | |

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|6. [pic] | | | | |

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|7. [pic] | | | | |

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|8. [pic] | | | | |

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2.1.3: Linear and Quadratic Functions – Practice

For each of the given functions, sketch the graph of the relation, creating a table of values if necessary. Use the graph and the equation to fill in the table relating to each graph.

1. [pic]

|Domain | |

|Range | |

|Degree | |

|Sign of Leading Coefficient | |

|End Behaviour | |

|Is the relation a function? | |

2. [pic]

|Domain | |

|Range | |

|Degree | |

|Sign of Leading Coefficient | |

|End Behaviour | |

|Is the relation a function? | |

2.1.3: Linear and Quadratic Functions – Practice (continued)

3. [pic]

|Domain | |

|Range | |

|Degree | |

|Sign of Leading Coefficient | |

|End Behaviour | |

|Is the relation a function? | |

4. [pic]

|Domain | |

|Range | |

|Degree | |

|Sign of Leading Coefficient | |

|End Behaviour | |

|Is the relation a function? | |

5. Is it possible to graph a line of the form [pic] that will not result in a function? Explain your reasoning.

6. Is it possible to graph a quadratic relation of the form [pic] that will not result in a function? Explain your reasoning.

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A

B

C

D

E

F

G

H

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