Skip to Main Content

Utah State University Information Technology

MATH 1050 Video Tutorials

Lessons

Tutorial

Video

Print (PDF)

 

 

 

 

1.1

The Real Number System

Lecture Video

Lecture Notes

    Hawkes Video 1  
    Hawkes Video 2  

 

 

Example Video 1

Print

    Example Video 2 Print

1.2

Exponents and Radicals

Lecture Video

Lecture Notes

    Hawkes Video 1  
    Hawkes Video 2  
    Hawkes Video 3  
    Hawkes Video 4  

 

 

Example Video 1

Print

    Example Video 2 Print
    Example Video 3 Print

1.3, 1.4

Polynomials and Factoring

Lecture Video

Lecture Notes

    Hawkes Video 1  

 

 

Example Video 1

Print

    Example Video 2 Print

1.5

The Complex Number System

Lecture Video

Lecture Notes

    Hawkes Video 1  

 

 

Example 1 Video

Print

    Example 2 Video Print

1.6

Linear Equations

Lecture Video

Lecture Notes

    Hawkes Video 1  
    Hawkes Video 2  

 

Distance = Rate x Time

Example 1 Video

Print

 

Walkathon

Example 2 Video

Print

 

 

Example 3 Video

Print

1.7

Linear Inequalities

Lecture Video

Lecture Notes

    Hawkes Video 1  

 

Solving Inequalities

Example 1 Video

Print

 

 

Example 2 Video

Print

    Example 3 Video Print

1.8

Quadratic Equations

Lecture Video

Lecture Notes

    Hawkes Video 1  
    Hawkes Video 2  

 

Quadratic Formula

Example 1 Video

Print

 

Falling Body Problems

Example 2 Video

Print

 

 

Example 3 Video

Print

    Example 4 Video Print
    Example 5 Video Print

1.9

Rational Equations

Lecture Video

Lecture Notes

    Hawkes Video 1  
    Hawkes Video 2  
    Example 1 Video Print
    Example 2 Video Print
    Example 3 Video Print
    Example 4 Video Print

 

Simplify Radical

Example 1 Video

Print

     

2.1

The Cartesian Coordinate System

Lecture Video

Notes

    Hawkes Video 1  

 

Perimeter and Area of a Triangle

Example 1 Video

Print

2.3

Linear Equations in Two Variables

Lecture Video

Notes

 

 

Hawkes Video 1

 

2.4

Forms of Linear Equations

Lecture Video

Notes

 

Slope and Equation of a Line

Example 1 Video

Print

 

 

Hawkes Video 1

 

2.5

Parallel and Perpendicular Lines

Lecture Video

Notes

 

 

Hawkes Video 1

 

2.6

Linear Inequalities in Two Variables

Lecture Video

Notes

 

 

Hawkes Video 1

 

2.2

Introduction to Circles

Lecture Video

Notes

 

Center and Radius of a Circle

Example 1 Video

Print

 

 

Hawkes Video 1

 

3.1

Relations and Functions

Lecture Video

Notes

 

Function Notation and Domain

Example 1 Video

Print

 

Polynomial Function

Example 2 Video

Print

    Hawkes Video 1  

3.2, 3.3

Linear and Quadratic Functions

Lecture Video

Notes

    Hawkes Video 1  
    Hawkes Video 2  

 

Online Grapher Demo

Video

 

 

Graph of a Function: Intercepts

Example 1 Video

Print

 

Box Problem: Maximum Volume

Example 2 Video

Print

  Graph 1 Example 3 Video Print
  Graph 2 Example 4 Video Print

 

Quadratic Formula

Example 5 Video

Print

3.4

Other Common Functions

Lecture Video

Notes

 

Max and Min Values of a Function

Example 1 Video

Print

 

Maximum Income

Example 2 Video

Print

    Hawkes Video 1  

4.1, 4.2 

Transformations of Functions

Lecture Video

Lecture Video

Notes 1

Notes 2

 

Increasing and Decreasing Functions

Video

Print

 

Rational Zeros

Example 1 Video

Print

    Hawkes Video 1  

4.3 

Combining Functions

Lecture Video

Notes

 

Composition of Functions

Example 1 Video

Print

 

 

Hawkes Video 1

 

4.4 

Inverses of Functions

Lecture Video

Notes

 

Finding the Inverse of a Function

Example 1 Video

Print

 

 

Hawkes Video 1

 

5.1 

Polynomial Equations and Graphs

Lecture Video

Notes

 

Asymptotes and Intercepts

Example 1 Video

Print

 

 

Example 2 Video

Print

    Example 3 Video Print
    Hawkes Video 1  

5.2

Polynomial Division

Lecture Video

Notes

 

 

Hawkes Video 1

 

5.3

Locating Zeros of Polynomials

Lecture Video

Notes

 

 

Hawkes Video1

 

5.4

Fundamental Theorem of Algebra

Lecture Video

Notes

 

Find the Zeros

Example 1 Video

Print

 

Approximate the Largest Zero

Example 2 Video

Print

 

Factor Theorem & Fundamental Theorem

Example 3 Video

Print

 

Using the Factor Theorem

Example 4 Video

Print

 

 

Hawkes Video 1

 

5.5

Rational Functions

Inequalities

Lecture Video

Lecture Video

Notes 1

Notes 2

 

Polynomial Division

Example 1 Video

Print

 

Synthetic Division

Example 2 Video

Print

 

Match the Graph

Example 3 Video

Print

 

Solve Inequality: Factored Polynomial

Example 4 Video

Print

 

Solving an Inequality

Example 5 Video

 

 

 

Example 6 Video

Print

    Hawkes Video 1  
    Hawkes Video 2  

6.1

Exponential Functions and Graphs

Lecture Video

Notes

 

 

Hawkes Video 1

 

6.2

Applications of Exponential Functions

Lecture Video

Notes

 

Exponential Growth, Bacteria

Example 1 Video

Print

 

Exponential Growth, Money

Example 2 Video

Print

 

 

Hawkes Video 1

 

6.3

Logarithmic Functions and Graphs

Lecture Video

Notes

 

Inverse of an Exponential Function

Example 1 Video

Print

 

Inverse of a Logarithmic Function

Example 2 Video

Print

 

 

Hawkes Video 1

 

6.4

Properties &Applications of Logarithms

Lecture Video

 

Notes

 

Properties of Logarithms

Example 1 Video

Print

 

 

Hawkes Video 1

 

6.5

Exponential and Logarithmic Equations

Lecture Video

Notes

 

Solving Equations: Exponentials

Example 1 Video

Print

 

Solving Equations: Logarithms

Example 2 Video

Print

 

 

Hawkes Video 1

 

11.1

Solving Systems of Equations

Lecture Video

Notes

 

 

Hawkes Video 1

 

11.2

Matrix Notation and Gaussian Elimination

Lecture Video

Notes

 

System of Equations 1

Example 1 Video

Print

 

System of Equations 2

Example 2 Video

Print

 

Equation of Parabola

Example 3 Video

Print

 

 

Hawkes Video 2

 

 

Nonlinear Systems of Equations

Lecture Video

Notes

 

System of Equations 3

Example 1 Video

Print

 

Dimensions of Rectangle

Example 2 Video

Print

 

Area of Rectangle

Example 3 Video

Print

 

 

Hawkes Video 1

 

 

 

Dr. E Robert Heal, Professor
Department of Mathematics and Statistics
Faculty Website
Robert.Heal@usu.edu
435.760.0704