# Beginning and Intermediate Algebra

Algebra Review Videos

 Topic Video Notes Absolute Value Inequalities Video Notes Applications of Linear Equations Video Notes Applications of Quadratic Equations Video Notes Applications of Rational Equations Video Notes Applications of Systems of Equations Video Notes Completing the Square Video Notes Decimal Operations Video Notes Dividing Polynomials Video Notes Domain and Range – Basics Video Notes Ellipses Video Notes Equivalent Fractions Video Notes Exponential and Logarithmic Equations Video Notes Factoring Difference of Squares – Basics Video Notes Factoring Trinomials – Basics (with a=1) Video Notes Factoring Trinomials – Intermediate Video Notes Finding Equations of Lines Video Notes Fractions, Decimals and Percentages Video Notes Graphing Linear Equations – Basics Video Notes Hyperbolas Video Notes Linear Inequalities Video Notes Mixed Numbers Conversion and Operations Video Notes Mixture Word Problems Video Notes Multiplying and Dividing Fractions Video Notes Multiplying and Dividing Fractions – Basics Video Notes Multiplying Polynomials Video Notes Negative Numbers Video Notes Radicals Video Notes Solving Linear Equations with Fractions Video Notes Solving Quadratic Equations Video Notes Solving Rational Equations Video Notes Solving Simple Linear Equations Video Notes Solving Systems of Linear Equations Video Notes

### Math 40 Intermediate Algebra Course Videos

Each of these links send you to a play list of the videos for that chapter. The videos are listed both by section number and topic.

Chapter 1 — This chapter covers:

• simplifying expressions
• order of operations
• subsets of real numbers (Integers, Rationals, etc.)
• properties (commutative, inverse, distributive, etc.)
• translation (English to math)

Chapter 2 — This chapter covers:

• solving linear equations
• solving linear and compound inequalities
• solving applications of linear equations and inequalities
• geometric formulas
• unit conversion
• compound interest
• solving absolute value equations and inequalities

Chapter 3 — This chapter covers:

• graphing lines
• domain and range
• slope and y-intercept of a line
• definition of a function
• finding the equation of a line
• linear applications
• graphing linear inequalities and systems of linear inequalities

Chapter 4 — This chapter covers:

• solving systems of equations by graphing, elimination and by substitution
• solving applications of systems of equations
• distance, rate and time applications
• geometry applications
• mixture applications

Chapter 5 — This chapter covers:

• exponent rules
• negative exponents
• rational exponents
• scientific notation
• add, subtract and multiply polynomials
• factoring polynomials
• solving quadratic equations by factoring
• solving applications of quadratic equations

Chapter 6 — This chapter covers:

• add, subtract, multiply and divide rational expressions
• simplify complex fractions
• divide polynomials
• solve rational equations
• solve applications of rational equations
• solve direct and indirect variation problems

Chapter 7 — This chapter covers:

• simplifying radicals
• simplifying expressions with rational exponents
• add, subtract, multiply and divide radicals
• solve radical equations
• solve applications of radical equations
• complex numbers (working with “i”)

Chapter 8 — This chapter covers:

• solving a quadratic equation by completing the square
• solving a quadratic equation by using the quadratic formula
• solving quadratic type equations
• solving nonlinear inequalities
• graph parabolas

Chapter 9 — This chapter covers:

• graphing exponential functions
• solving exponential equations
• graphing logarithmic functions
• solving logarithmic equations
• work with the properties of logarithms

Chapter 10 — This chapter covers:

• graphing circles
• graphing ellipses
• graphing parabolas
• graphing hyperbolas
• completing the square to put the equation of a circle of parabola in standard form