Become a Master ofAlgebra 2andAceyour nextExam! In this course, you will master the concepts ofAlgebra 2 with ourstep by stepvideo tutorials and test your knowledge with over 1500 Practice Questions from practice set videos, practice tests, quizzes, and a midterm/final exam. ALL PRACTICE PROBLEMS AND QUIZ PROBLEMS ARE FULLY SOLVED WITH OPTIONAL STEP-BY-STEP SOLUTION VIDEOS.

The concepts you will learn are fundamental to success in higher math classes such as Trigonometry, Pre-Calculus, and Calculus. In this course, we will begin by covering sets. We will then move into: solving linear equations/inequalities, solving absolute value equations/inequalities, graphing linear equations/inequalities in two variables, functions, variation, systems of equations, rules of exponents, operations with polynomials, factoring, rational expressions, radicals, solving quadratic equation, inverse functions, exponential and logarithmic equations, graphing elementary functions (transformations), function composition, graphing conic sections:circles, ellipses, hyperbolas, and solving non-linear systems of equations/inequalities. The topics of the course include:

#1: Sets Part 1

#2: Sets Part 2

#3: Linear Equations Part 1

#4: Linear Equations Part 2

#5: Repeating Decimal to Fraction

#6: Solving for a Specified Variable

#7: Applications of Linear Equations Part 1

#8: Applications of Linear Equations Part 2

#9: Applications of Linear Equations Part 3

#10: Interval Notation

#11: Linear Inequalities

#12: Compound Inequalities

#13: Solving Absolute Value Equations

#14: Solving Absolute Value Inequalities

#15: Linear Equations in two Variables

#16: Graphing Linear Equations

#17: The Slope of a Line

#18: Graphing Slope Intercept Form

#19: Point-Slope Form

#20: Linear Inequalities in two Variables

#21: What is a Function in Math

#22: Vertical Line Test

#23: Function Notation

#24: Variation

#25: Solving Systems by Graphing

#26: Solving Systems by Substitution

#27: Solving Systems by Elimination

#28: Systems of Equations (3 Variables)

#29: Applications of Linear Systems

#30: Gaussian Elimination (2 Variables)

#31: Gaussian Elimination (3 Variables)

#32: Graphing Systems of Inequalities

#33: Exponent Rules

#34: Adding & Subtracting Polynomials

#35: Multiplying Polynomials

#36: Special Products

#37: Polynomial Long Division

#38: Synthetic Division

#39: Operations on Functions

#40: Factoring out the GCF

#41: Factoring by Grouping

#42: How to Factor Trinomials

#43: Factoring Trinomials AC Method

#44: Factoring Trinomials Reverse FOIL

#45: Factoring Polynomials (Substitution)

#46: Special Factoring

#47: Solving Equations by Factoring

#48: Rational Expressions

#49: Multiplying Rational Expressions

#50: Adding Rational Expressions

#51: Complex Rational Expressions

#52: Solving Rational Equations

#53: Applications of Rational Expressions

#54: Radical Expressions

#55: Simplifying Radicals

#56: The Distance Formula

#57: Adding Radical Expressions

#58: Rationalizing the Denominator

#59: Rationalizing a Binomial Denominator

#60: Solving Radical Equations

#61: Complex Numbers

#62: Completing the Square

#63: The Quadratic Formula

#64: Equations (Quadratic in Form)

#65: Graphing Parabolas

#66: More on Parabolas

#67: Quadratic & Rational Inequalities

#68: Inverse Functions

#69: Exponential Functions

#70: Logarithmic Functions

#71: Properties of Logarithms

#72: Common & Natural Logarithms

#73: Exponential & Logarithmic Equations

#74: Additional Graphs of Functions

#75: Function Composition

#76: The Circle

#77: Graphing Ellipses

#78: Graphing Hyperbolas

#79: Non-Linear Systems of Equations

#80: Second Degree Inequalities