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1. | an equation involving 2 or more variables that are differentiable functions of time that can be used to find and equation that relates the corresponding rates |

2. | a point on the function where there is a horizontal tangent at the x-value |

3. | determined by taking the coefficients of the highest degree in the numerator over the denominator |

4. | in the cartesian coordinate plane, a line parallel to the x-axis |

5. | occurs when the curve switches from increasing to decreasing |

7. | x-values on the function where the function has a slope of zero, or where the function is non differentiable |

8. | is the 2nd derivative is positive along that interval the graph of the function will be |

10. | the second derivative of position is |

11. | the slope of a tangent line |

12. | the derivative of a function is negative when the function is |

14. | occurs when the curve switches from decreasing to increasing |

15. | if the 2nd derivative is negative at a certain interval then the graph in that interval will be |

16. | the horizontal asymptote of f(x) is the limit as x approaches what? |

19. | derivative of y = 90000034511900 |

20. | The equation used to calculate compounding interest continuously |