There are videotapes for Math 116, College Algebra, on reserve in the Kitty Lindsay Learning Resources Center (LRC). These videos are from the 1^{st} edition of the Larson and Hostetler Graphing Calculator textbook, however, and do not exactly match the current 3^{rd} edition text.
Use the table to match the section from the textbook with the videotape on reserve. Sections without a tape number are not covered in the videotape series.
Book 
Tape 

Section Title 
P.1 
1 

The Real Number System 
P.2 
1 

Radicals and Rational Exponents 
P.3 
2 

Polynomials and Factoring 
P.4 
2 

Fractional Expressions 
P.5 
2 

Graphical Representation of Data 
1.1 
3 

Graphs of Equations 
1.2 
3 

Lines in the Plane 
1.3 
3 

Functions 
1.4 
4 

Graphs of Functions 
1.5 
4 

Shifting, Reflecting, and Stretching Graphs 
1.6 
4 

Combinations of Functions 
1.7 
4 

Inverse Functions 
2.1 
5 

Modeling with Linear Equations 
2.2 
5 

Solving Equations Graphically 
2.3 
8 

Complex Numbers 
2.4 
5 

Solving Equations Algebraically 
2.5 
6 

Solving Inequalities Algebraically and Graphically 
3.1 
7 

Quadratic Functions 
3.2 
7 

Polynomial Functions of Higher Degree 
3.3 
8 

Real Zeros of Polynomial Functions 
3.4 
8 

The Fundamental Theorem of Algebra 
3.5 
9 

Rational Functions and Asymptotes 
3.6 
9 

Graphs of Rational Functions 
4.1 
11 

Exponential Functions and Their Graphs 
4.2 
11 

Logarithmic Functions and Their Graphs 
4.3 
12 

Properties of Logarithms 
4.4 
12 

Solving Exponential and Logarithmic Equations 
4.5 
12 

Exponential and Logarithmic Models 
5.1 
13 

Solving Systems of Equations 
5.2 
13 

Systems of Linear Equations in Two Variables 
5.3 
13 

Multivariable Linear Systems 
5.4 
14 

Systems of Inequalities 
5.5 
  

Linear Programming 
6.1 
14 

Matrices and Systems of Equations 
6.2 
14 

Operations with Matrices 
6.3 
14 

The Inverse of a Square Matrix 
6.4 
  

The Determinant of a Square Matrix 
6.5 
  

Applications of Determinants and Matrices 
7.1 
15 

Sequences and Series 
7.2 
15 

Arithmetic Sequences and Partial Sums 
7.3 
15 

Geometric Sequences and Series 
7.4 
16 

Mathematical Induction 
7.5 
16 

The Binomial Theorem 
7.6 
16 

Counting Principles 
7.7 
16 

Probability 
8.1 
10 

Conics 
8.2 
10 

Translations of Conics 
8.3 
  

Parametric Equations 