Calculus Syllabus
Online, 2017-2018
Mr. Owens |
||

Week | What to do this week | Assignments |

Week 1 | ☐ Chapter 1 - Introduction ☐ 1.1 Introduction to Calculus ☐ 1.2 Derivatives ☐ HW 1A | HW 1A |

Week 2 | ☐ 1.3 Definite Integrals ☐ HW 1B ☐ Test 1 | HW 1B Test 1 |

Week 3 | ☐ Chapter 2 - Limits ☐ 2.1 Introduction to Limits ☐ 2.2 A Graphical Look at Limits ☐ HW 2A | HW 2A |

Week 4 | ☐ 2.3 The Behavior of Rational Functions ☐ HW 2B ☐ 2.4 The Limit Theorems ☐ 2.5 Evaluating Limits ☐ HW 2C | HW 2B HW 2C |

Week 5 | ☐ 2.6 Continuity ☐ HW 2D ☐ 2.7 The Intermediate Value Theorem ☐ 2.8 Additional Practice ☐ Test 2 | HW 2D Test 2 |

Week 6 | ☐ Chapter 3 - Derivatives ☐ 3.1 A Graphical Look at Derivatives ☐ HW 3A ☐ 3.2 Difference Quotients ☐ 3.3 The Derived Function ☐ HW 3B | HW 3A HW 3B |

Week 7 | ☐ 3.4 Numerical Calculation of Derivatives ☐ 3.5 Tangent Lines and Linear Approximation ☐ HW 3C ☐ 3.6 Differentiability and Continuity | HW 3C |

Week 8 | ☐ 3.7 The Chain Rule, Product Rule, and Quotient Rule ☐ HW 3D ☐ 3.8 Derivatives of Trigonometric Functions ☐ HW 3E ☐ 3.9 Tangents, Normals, and Continuity | HW 3D HW 3E |

Week 9 | ☐ 3.10 Implicit Differentiation ☐ HW 3F ☐ 3.11 Derivatives of Inverse Functions ☐ HW 3G ☐ Test 3 | HW 3F HW 3G Test 3 |

Week 10 | ☐ Chapter 4 - Applications of Derivatives ☐ 4.1 The Extreme Value Theorem ☐ 4.2 Rolle`s Theorem and The Mean Value Theorem ☐ HW 4A, HW 4B ☐ 4.3 First and Second Derivatives ☐ HW 4C | HW 4A HW 4B HW 4C |

Week 11 | ☐ 4.4 Derivatives, Graphs, and Curve Sketching ☐ HW 4D ☐ 4.5 The Calculus of Motion ☐ HW 4E ☐ 4.6 Max-Min Problems ☐ HW 4F | HW 4D HW 4E HW 4F |

Week 12 | ☐ 4.7 Related Rates ☐ HW 4G, HW 4H ☐ 4.8 Practice ☐ Test 4 | HW 4G HW 4H Test 4 |

Week 13 | ☐ Review for Exam | |

Week 14 | ☐ Semester 1 Exam | |

Week 15 | ☐ Chapter 5 - Integrals ☐ 5.1 Antiderivatives ☐ HW 5A ☐ 5.2 Antiderivatives and Indefinite Integrals ☐ 5.3 Riemann Sums ☐ HW 5B | HW 5A HW 5B |

Week 16 | ☐ 5.4 The Fundamental Theorem of Calculus ☐ HW 5C ☐ HW 5D ☐ HW 5E | HW 5C HW 5D HW 5E |

Week 17 | ☐ 5.5 Properties of Definite Integrals ☐ HW 5F ☐ HW 5G ☐ 5.6 Numerical Methods of Integration | HW 5F HW 5G |

Week 18 | ☐ 5.7 Integration by Substitution ☐ 5.8 Average Value ☐ Test 5 | Test 5 |

Week 19 | ☐ Chapter 6 - The Calculus of Exponential and Logarithmic Functions ☐ 6.1 Introduction ☐ 6.2 The Derivative of e^x ☐ HW 6A ☐ 6.3 Derivatives of Logarithmic Functions | Hw 6A |

Week 20 | ☐ 6.4 Derivatives and Integrals of Base b Exponents ☐ HW 6B ☐ 6.5 Integrals with Variable Limits | HW 6B |

Week 21 | ☐ 6.6 Logarithmic Differentiation ☐ HW 6C ☐ 6.7 Integrals of Trig Functions | HW 6C |

Week 22 | ☐ 6.8 Introduction to Differential Equations ☐ HW 6D ☐ 6.9 Examples and Applications of Differential Equations ☐ HW 6E ☐ HW 6F ☐ HW 6G | HW 6D HW 6E HW 6F HW 6G |

Week 23 | ☐ 6.10 Slope Fields ☐ Test 6 | Test 6 |

Week 24 | ☐ Chapter 7 - The Calculus of Motion and Other Application ☐ 7.1 The Area of a Plane Region ☐ HW 7A | HW 7A |

Week 25 | ☐ 7.2 The Calculus of Motion ☐ HW 7B ☐ HW 7C ☐ HW 7D | HW 7B HW 7C HW 7D |

Week 26 | ☐ 7.3 Real World Applications of Integration ☐ HW 7E ☐ HW 7F | HW 7E HW 7F |

Week 27 | ☐ 7.4 Integrating to find Volumes ☐ HW 7G ☐ HW 7H ☐ HW 7I ☐ Test 7 | HW 7G HW 7H HW 7I Test 7 |

Week 28 | ☐ Begin extensive exam review | |

Week 29 | ☐ Exam Review | |

Week 30 | ☐ Exam Review | |

Week 31 | ☐ Exam Review | |

Week 32 | ☐ Second Semester Exam |