This calendar is subject to change, but should give a general idea of when we will cover each topic.

The acronym **EC** refers to the book *Essential Calculus*, while **LA** refers to *Linear Algebra for Calculus*.

Date | Tentative class plan: |

Mon, Jan 27 | Welcome!EC §10.7-8: Parametrized curves and arc length. (No curvature.) |

Wed, Jan 29 | EC §13.1-2: Vector Fields and Line Integrals. |

Mon, Feb 3 | Quiz 1.EC §13.3: Fundamental theorem for line integrals. |

Wed, Feb 5 | EC §13.4: Green’s Theorem. |

Mon, Feb 10 | Quiz 2.EC §13.4: Green’s Theorem. |

Wed, Feb 12 | College Closed (Lincoln's Birthday) |

Mon, Feb 17 | College Closed (President's Day) |

Wed, Feb 19 | Quiz 3.EC §13.7: Surface Integrals. |

Thu, Feb 20 | Monday ScheduleEC §13.7: Surface Integrals. |

Mon, Feb 24 | Quiz 4. Finish EC §13.7: Surface Integrals. |

Wed, Feb 26 | EC §13.5: Curl and Divergence. |

Mon, Mar 3 | Quiz 5.EC §13.8: Stokes’ Theorem. |

Wed, Mar 5 | EC §13.8: Stokes’ Theorem. |

Mon, Mar 10 | Quiz 6.EC §13.9: Divergence Theorem. |

Wed, Mar 12 | EC §13.9: Divergence Theorem. |

Mon, Mar 17 | Quiz 7. Extra space for calculus topics. |

Wed, Mar 19 | Extra space for calculus topics. |

Mon, Mar 24 | First Midterm. |

Wed, Mar 26 | Review of first midterm. |

Mon, Mar 31 | LA Chapter 1: Matrices and Matrix Algebra. |

Wed, Apr 2 | LA Chapter 2: Linear Systems, Elementary Row Operations. |

Mon, Apr 7 | Quiz 8.LA Chapter 3: Varieties of Systems of Linear Equations. |

Wed, Apr 9 | LA Chapter 5: The Inverse of a Matrix (parts involving row reduction). |

Mon, Apr 14 | Spring Break |

Wed, Apr 16 | Spring Break |

Mon, Apr 21 | Spring Break |

Wed, Apr 23 | LA Chapter 4: The Determinant of a Matrix. |

Mon, Apr 28 | Quiz 9.LA Chapter 4: The Determinant of a Matrix.LA Chapter 5: The Inverse of a Matrix (the remaining parts). |

Wed, Apr 30 | LA Chapter 6: Orthogonal Matrices and Changes of Coordinates. (6.1 & 6.2 only; optional.) |

Mon, May 5 | Quiz 10.LA Chapter 7: The Eigenvalue Problem (7.1 & 7.2 only) (with applications to systems of ODE’s in notes distributed by course supervisor). |

Wed, May 7 | LA Chapter 7: The Eigenvalue Problem (7.1 & 7.2 only) (with applications to systems of ODE’s in notes distributed by course supervisor). |

Mon, May 12 | Second Midterm. |

Wed, May 14 | Review. |

Relevant links:

- City College's academic calendar for this semester.
- City College's final exam schedule for this semester.