# Unit 4 - Linear And Exponential Functions: Question Preview (ID: 29442)

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The lowest point in a particular section of a graph. |
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a) Absolute Minimum | b) Absolute Maximum | c) Relative Minimum | d) Relative Maximum | |

A relation represented by a graph is a function provided that no vertical line passes through more than one point on the graph. |
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a) Domain | b) Range | c) Vertical Line Test | d) Median | |

Putting numbers where variable are |
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a) Substitution | b) Expression | c) Equation | d) Solution Set | |

a special relationship where each input has a single output. |
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a) Relation | b) Function | c) Polynomial | d) Expression | |

A set of output values of a relation (the y-values) |
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a) Residual | b) Domain | c) Quadratic | d) Range | |

A set of input values of a relation (the x-values). |
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a) Domain | b) Range | c) Linear | d) Exponential | |

Allow direct computation to find any term. |
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a) Linear Function | b) Explicit Formulas | c) Arithmetic Sequence | d) Recursive Formulas | |

The difference in outputs (y-values) divided by the difference in inputs (x-values) for a given interval. |
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a) Average Rate of Change | b) Domain | c) Range | d) Function Notation | |

A sequence of numbers in which each term after the first term is obtained by multiplying the previous term by a common ratio. |
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a) Vertical Line Test | b) Common Difference | c) Geometric Sequence | d) Arithmetic Sequence | |

A sequence of numbers that has a common difference between every two consecutive terms. |
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a) Geometric Sequence | b) Solution | c) Arithmetic Sequence | d) Expressions | |

Use one (or more) previous terms in order to find the next term. |
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a) Explicit Formula | b) Recursive Formula | c) Outputs | d) Inputs | |

The highest point in a particular section of graph |
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a) Absolute Minimum | b) Absolute Maximum | c) Relative Minimum | d) Relative Maximum | |

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