Math 1070 Outline (Spring 2019)

Tentative Outline

Week  # Week Dates Section Topic
1 1/22 – 1/26 1.1 Mathematical Models
1.2 Systems of Linear Equations
2 1/27 – 2/2 3.1 Linear Programming Problems
3.2 Graphing Linear Inequalities
3.3 Graphical Solutions of Linear Programming
3 2/3 – 2/9 4.1 Introduction to Sets
4.2 The Number of Elements in a Set
4 2/10 – 2/16 4.3 Sample Spaces and Events
4.4 Basic Probability
5 2/17 – 2/23 5.1 Multiplication Principle and Permutations
5.2 Combinations
2/28 Exam I (6-8pm on 2/28)
6 2/24 – 3/2  4.5 Rules for Probability
4.6 Conditional Probability
4.7 Bayes’ Theorem
7 3/3 – 3/9 5.3 Probability Applications of Counting Principles
5.4 Bernoulli Trials
8 3/10 – 3/16 6.1 Random Variables and Histograms
6.2 Measures of Central Tendency
9 3/17 – 3/23 Spring Recess
10 3/24 – 3/30 6.3 Measures of Spread
6.4 Normal Distributions
4/4 Exam II (6-8pm on 4/4)
11 3/31 – 4/6 F1 Simple Interest and Discount
F2 Compound Interest
12 4/7 – 4/13 F3 Annuities
F4 Present Value of Annuities and Amortization
13 4/14 – 4/20 2.1 Introduction to Matrices
 2.2 Matrix Multiplication
14 4/21 – 4/27 1.3 Gaussian Elimination
1.4 Systems of Equations with Non-Unique Solutions
15 4/28 – 5/4 2.3 Inverse of a Square Matrix
16 TBD Final Exam (TBD)