1 
4.1 
Introduction to Sets 

4.2 
The Number of Elements in a Set 
2 
4.3 
Sample Spaces and Events 

4.4 
Basics of Probability 
3 
5.1 
The Multiplication Principle and Permutations 

5.2 
Combinations 
4 
4.5 
Rules for Probability 

4.6 
Conditional Probability 

4.7 
Bayes’ Theorem 
5 
5.3 
Probability Applications of Counting Principles 

5.4 
Bernoulli Trials 
6 

Review, Exam I (February 23) 
7 
6.1 
Random Variables and Histograms 

6.2 
Measure of Central Tendency 

6.3 
Measure of Spread 

6.4 
The Normal Distribution 
8 
F1 
Simple Interest 

F2 
Compound Interest 

F3 
Annuities 
9 

Spring Break (March 1119) 
10 
F4 
Present Value of Annuities and Amortization 

N/A 
Examples with Mortgages and Student Loans 
11 
1.1 
Mathematical Models 

1.2 
Systems of Linear Equations 
12 

Review, Exam II (April 6) 
13 
3.1 
Linear Programming Problems 

3.2 
Graphing Linear Inequalities 
14 
3.3 
Graphical Solutions of Linear Programming Problems 

2.1 
Introduction to Matrices 

2.2 
Matrix Multiplication 
15 
1.3 
Gauss Elimination for system of Linear Equations 

1.4 
System of Equations with NonUnique Solutions 


Final Exam: Date and Time TBD 