69 Videos

• Lecture 01: The Real Numbers (Vans)
• Lecture 02: Operations with real numbers (Johnson)
• Lecture 03: Exponential Notation and Order of Operations (Penna)
• Lecture 04: Introduction to Algebraic Expressions (Johnson)
• Lecture 05: Equivalent Algebraic Expressions (Schwarzkopf)
• Lecture 06: Simplifying Algebraic Expressions (Penna)
• Lecture 07: Exponential Notation and Properties of Exponential and Scientific Notation (Penna)
• Lecture 08: Solving Equations (Penna)
• Lecture 09: Formulas and Applications (Vans)
• Lecture 10: Applications and Problem Solving (Johnson)
• Lecture 11: Sets, Interval Notation and Inequalities (Schwarzkopf)
• Lecture 12: Intersections, Unions and Compound Inequalities (Vans)
• Lecture 13: Absolute-Value Equations and Inequalities (Penna)
• Lecture 14: Graphs and Equations (Schwarzkopf)
• Lecture 15: Functions and Graphs (Johnson)
• Lecture 16: Finding Domain and Range (Johnson)
• Lecture 17: Linear Functions: Graphs and Slope (Schwarzkopf)
• Lecture 18: More on Graphing Linear Equations (Schwarzkopf)
• Lecture 19: Finding Equations of Lines (Vans)
• Lecture 20: Mathematical Modeling with Linear Functions (Vans)
• Lecture 21: System of Equations in Two Variables (Schwarzkopf)
• Lecture 22: Solving by Substitution or Elimination (Penna)
• Lecture 23: Solving Applications: System of Two Equations (Johnson)
• Lecture 24: Systems of Equations in Three Variables (Penna)
• Lecture 25: Solving Applications: System of Three Equations (Vans)
• Lecture 26: System of Linear Inequalities in Two Variables (Vans)
• Lecture 27: Business and Economic Applications (Fionis)
• Lecture 28: Introduction to Polynominals and Polynominal Functions (Bogen)
• Lecture 29: Multiplication of Polynominals (Penna)
• Lecture 30: Introduction to Factoring (Johnson)
• Lecture 31: Factoring Trinominals (Schwarzkopf)
• Lecture 32: Special Factoring (Penna)
• Lecture 33: Factoring: A General Strategy (Penna)
• Lecture 34: Applications of Polynominal Equations and Functions (Vans)
• Lecture 35: Rational Expressions and Functions: Multiplying, Dividing, and Simplifying (Penna)
• Lecture 36: LCM's, LCD's, Addition and Subtraction (Bogen)
• Lecture 37: Division of Polynominals (Schwarzkopf)
• Lecture 38: Complex Rational Expressions (Bogen)
• Lecture 39: Solving Rational Equations (Penna)
• Lecture 40: Application and Problem Solving (Johnson)
• Lecture 41: Formulas and Applications (Bogen)
• Lecture 42: Variation and Applications (Schwarzkopf)
• Lecture 43: Radical Expressions and Functions (Fionis)
• Lecture 44: Rational Numbers as Exponents (Johnson)
• Lecture 45: Simplifying Radical Expressions (Schwarzkopf)
• Lecture 46: Addition, Subtraction, and More Multiplication (Penna)
• Lecture 47: More on Division of Radical Expressions (Vans)
• Lecture 48: Solving Radical Equations (Bogen)
• Lecture 49: Applications Involving Powers and Roots (Schwarzkopf)
• Lecture 50: The Complex Numbers (Penna)
• Lecture 51: The Basics of Solving Quadratic Equations (Penna)
• Lecture 52: The Quadratic Formula (Johnson)
• Lecture 53: Applications Involving Quadratic Equations (Vans)
• Lecture 54: More on Quadratic Equations (Schwarzkopf)
• Lecture 55: Graphs of Quadratic Functions (Schwarzkopf)
• Lecture 56: Graphs of Quadratic Functions (Vans)
• Lecture 57: Mathematical Modeling with Quadratic Functions (Vans)
• Lecture 58: Polynominal and Rational Inequalities (Penna)
• Lecture 59: Exponential Functions (Schwarzkopf)
• Lecture 60: Inverse and Composite Functions (Johnson)
• Lecture 61: Logarithmic Functions (Vans)
• Lecture 62: Properties of Logarithmic Functions (Fionis)
• Lecture 63: Natural Logarithmic Functions (Vans)
• Lecture 64: Solving Exponential and Logarithmic Equations (Johnson)
• Lecture 65: Mathematical Modeling with Exponential and Logarithmic Functions (Vans)
• Lecture 66: Conic Sections: Parabolas and Circles (Johnson)
• Lecture 67: Conic Sections: Ellipses (Schwarzkopf)
• Lecture 68: Conic Sections: Hyperbolas (Schwarzkopf)
• Lecture 69: Nonlinear Systems of Equations (Penna)

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