Skip to Navigation
Skip to UConn Search
Skip to Content
Our websites may use cookies to personalize and enhance your experience. By continuing without changing your cookie settings, you agree to this collection. For more information, please see our University Websites Privacy Notice .

Math 1070Q · Spring 2016
Tentative Outline
Week
Date
Section
Topic
1
1/18
1.1
Mathematical Models
1.2
Systems of linear Equations
2
1/25
3.1
Linear Programming Problems
3.2
Graphing Linear Inequalities
3
2/1
3.3
Graphical Solutions of linear programming problems
4.1
Introduction to sets
4
2/8
4.2
The number of elements in a set
4.3
Sample Spaces and Events
5
2/15
4.4
Basic Probability
5.1
Multiplication Principle and Permutations
6
2/22
5.2
Combinations
4.5
Rules for Probability
7
2/29
5.2
Exam I
8
3/7
4.6
Conditional Probability
4.7
Bayes’ Theorem
9
3/14
Spring Break
10
3/21
5.3
Probability Applications of Counting Principles
5.4
Bernoulli’s Trials
6.1
Random Variables and Histograms
11
3/28
6.2
Measure of Central Tendency
6.3
Measure of Spread
6.4
Normal Distribution
12
4/4
F1
Simple interest and discount
F2
Compound interest
F3
Annuities
F4
Present value of Annuities and Amortization
13
4/11
Exam II
14
4/18
2.1
Introduction to Matrices
2.2
Matrix Multiplication
1.3
Gauss Elimination for system of Linear Equations
15
4/25
1.4
System of Equations with Non-Unique Solutions
2.3
Inverse of a Square Matrix
16
5/2
Final Exam