General Information | Syllabus | HW Assignments | WeBWorK |

Check also the Homework Assignments page.

Lectures | Sections in Text | Brief Description |
---|---|---|

9/15 | 12.1, 12.2 | coordinates and vectors in ${\mathbb R}^3$, spheres |

9/17 | 12.3, 12.4 | dot and cross products (no direction angles) |

9/19 | 12.5 | lines and planes |

9/22 | 13.1-13.2 | space curves |

9/24 | 13.3-13.4 | arclength and kinematics (13.3 no curvature, 13.4 through p889) |

9/26 | 14.1-14.2 | functions of two variables |

9/29 | 14.3 | partial derivatives |

10/1 | 14.4 | tangent planes and linear approximations |

10/3 | 14.5, 14.6 | chain rule (no implicit function theorem) |

10/6 | 14.6 | directional derivative and gradient |

10/8 | 14.7 | maxima and minima |

10/9 |
Exam 1 | covers through 14.6 |

10/10 | 14.8 | Lagrange multipliers |

10/13 | 16.1-16.2 | vector fields, scalar line integrals |

10/15 | 16.2 | vector line integrals |

10/17 | 16.3 | fundamental theorem of line integrals |

10/20 | 15.1, 15.2 | double integrals over rectangles |

10/22 | 15.3 | general planar domains |

10/24 | 15.7 | triple integrals |

10/27 | 15.4, 15.8 | polar and cylindrical coordinates |

10/29 | 15.9 | spherical coordinates |

10/30 |
Exam 2 | covers through 15.8 |

10/31 | 15.10 | change of variable, Jacobians |

11/3 | 16.4 | Green's theorem |

11/5 | 16.5 | divergence and curl |

11/7 | 16.6 | parametrized surfaces |

11/10 | 16.7 | surface integrals |

11/12 | 16.8 | Stokes' theorem |

11/14 | 16.9 | divergence theorem |

11/17 | wrap up | |

11/21 | Final Exam | 3:00 pm |

Last updated July 18, 2017 09:28:14 EDT