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"Gateways to Algebra" Videotapes

Tape Title
  Unit 1
0: Preface to: "Gateways to Algebra"
1: Introduction, Part 1
2: Introduction, Part 2

Unit 2
3: Introduction to Signed Numbers
4: Subtracting Signed Numbers
5: Multiplying (and Dividing) Signed Numbers

Unit 3
6: Prelude to Exponents
7: The Arithmetic of Whole Number Exponents
8: Scientific Notation and Significant Figures
Unit 4
9: The "Game" of Mathematics, Part 1
10: The "Game" of Mathematics, Part 2
11: Applications of Algebra
Unit 5
12: Linear Relationships
13: Review
14: Two Enrichment Examples
Unit 6
15: Solving Linear Equations (i.e. mx + b = nx + c), Part 1
16: Solving Linear Equations, Part 2 (Identities and Inconsistencies)
Unit 7
17: Introduction to Sets, Functions and Graphs
18: Some Special Functions, Part 1 (Linear & Absolute Value Functions)
19: Some Special Functions, Part 2 (Intro. To Exponential Functions)
20: Some Special Functions, Part 3 (Intro. To Inverse Functions)
Unit 8
21: Introduction to Linear Systems of Equations, Part 1
22: Introduction to Linear Systems of Equations, Part 2
23: Applications to Word Problems, Part 1 (A Non-Algebraic Approach)
24: Applications to Word Problems, Part 2 (An Algebraic Approach)
Unit 9
25: Introduction to Polynomials
26: Adding and Subtracting Polynomials
Unit 10
27: Multiplying Polynomials
28: Some Special Products of Polynomials
Unit 11
29: Factoring Polynomials
30: Division of Polynomials
Unit 12
31: Introduction to Quadratic Equations
32: Solving Quadratic Equations by Completing the Square
33: The Quadratic Formula
Unit 13
34: The Pythagorean Theorem
35: Using Graphs to Solve Equations
36: Graphing Quadratic Functions
Unit 14
37: Extending the Real Number System
38: Angular Measure
39: Introduction √-1
40: Applying Non-Real Numbers to Quadratic Equations

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