# automatic playing for the 39 videos (click the up-left corner for the list)
source: Missouri State University Last updated on May 21, 2015
MTH 135: College Algebra
This course includes the study of linear and quadratic equations, inequalities and their applications, polynomial, rational, exponential, and logarithmic functions, and systems of equations.
Learn more about Missouri State iCourses at http://outreach.missouristate.edu/icourses.htm
Course Introduction 14:57
Lecture 1 - Basics of Graphing 46:05
Lecture 2 - Basics of Function 41:48
Lecture 3 - Linear Equations 38:12
Review 1 - Systems of Equations 48:10
Review 2 - Factoring Polynomials 51:12
Review 3 - Complex Number System 48:32
Lecture 4 - Piecewise-Defined Functions 39:48
Lecture 5 - Transformations I 45:23
Lecture 6 - Transformations II 50:22
Lecture 7 - Creating Mega-Functions with Arithmetic Operations of Functions 49:19
Lecture 8 - Creating Mega-Functions with Function Composition 47:05
Lecture 9 - Inverse Functions or In Reverse 40:45
Lecture 10 - Solving Linear and Rational Equations 42:19
Lecture 11 - Solving Quadratic Equations 46:43
Lecture 12 - Solving Equations with Advanced Factoring 45:26
Lecture 13 - Solving Radical Equations 30:54
Lecture 14 - Graphing and Applying Quadratic Equations 47:06
Lecture 15 - Graphing Polynomials 35:58
Lecture 16 - Graphing Rational Functions Part 1 48:59
Lecture 17 - Graphing Rational Functions Part 2 46:09
Lecture 18 - Solving Polynomial and Rational Inequalities 48:21
Lecture 19 - Absolute Values 32:48
Lecture 20 - Basics of Exponential Functions 38:27
Lecture 21 - Interesting Applications 45:51
Lecture 22 - Basic Logarithms 42:22
Lecture 23 - Log Properties 45:07
Lecture 24 - Solving Exponential Equations 42:59
Lecture 25 - Solving Equations with Logarithms 34:41
Lecture 26 - Exponential Growth Day 1 38:33
Lecture 27 - Exponential Growth Day 2 24:03
Lecture 28 - Basics of Sequences 46:04
Lecture 29 - Arithmetic Sequences and Series 47:43
Lecture 30 - Geometric Sequences and Series 48:19
Lecture 31 - Binomial Expansions 54:03
Lecture 33 - Linear Equations and Direct Variation 36:28
Lecture 34 - Inverse, Joint and Combined Variations 22:36
Lecture 35 - Non-Linear Systems 40:01
Lecture 36 - Basics of Modeling 37:08