#### Math 1070 Summer 2017 Tentative Outline

Module | Section | Topic |
---|---|---|

1 | 1.1 | Mathematical Models |

1.2 | Systems of linear Equations | |

3.1 | Linear Programming Problems | |

3.2 | Graphing Linear Inequalities | |

3.3 | Graphical Solutions of linear programming | |

4.1 | Introduction to sets | |

4.2 | The number of elements in a set | |

4.3 | Sample Spaces and Events | |

4.4 | Basic Probability | |

5.1 | Multiplication Principle and Permutations | |

5.2 | Combinations | |

Exam 1 | June 8 | Exam 1 (In person) 10:00am to Noon (SCHN 151) |

2 | 4.5 | Rules for Probability |

4.6 | Conditional Probability | |

4.7 | Bayes’ Theorem | |

5.3 | Probability Applications of Counting Principles | |

5.4 | Bernoulli’s Trials | |

6.1 | Random Variables and Histograms | |

6.2 | Measure of Central Tendency | |

6.3 | Measure of Spread | |

6.4 | Normal Distribution | |

Exam 2 | June 20 | Exam 2 (In person) 10:00am to Noon (SCHN 151) |

F1 | Simple interest and discount | |

F2 | Compound interest | |

F3 | Annuities | |

F4 | Present value of Annuities and Amortization | |

2.1 | Introduction to Matrices | |

2.2 | Matrix Multiplication | |

1.3 | Gauss Elimination for system of Linear Equations | |

1.4 | System of Equations with Non-Unique Solutions | |

2.3 | Inverse of a Square Matrix | |

Finals | June 30 | Final Exam 10:00am to Noon (SCHN 151) |