Best Algebra Online Courses, Training with Certification-2019 Updated

Here Best Algebra Online Courses

#1. Become an Algebra Master

course includes video and text explanations of everything from Algebra, and it includes more than 115 quizzes (with solutions!) to help you test your understanding along the way. Become an Algebra Master is organized into the following sections:

  • Operations
  • Fractions
  • Exponents
  • Radicals
  • Rules of equations
  • Simple equations
  • Advanced equations
  • Graphing
  • Systems of two equations
  • Systems of three equations
  • Polynomials
  • Factoring
  • Functions
  • Inequalities
  • Statistics

and also you may learn,

  • Operations, including order of operations and like-terms
  • Fractions, exponents, and radicals
  • Equations and systems of equations, including inverse operations, direct and inverse variation, and distance/rate/time problems
  • Graphing, including parallel and perpendicular lines, and parabolas
  • Polynomials and factoring, including the quadratic formula and completing the square
  • Functions, including domain and range, and sums and products of functions
  • Inequalities, including trichotomy and graphing inequalities and conjunctions on a number line
  • Statistics, including probability, and box-and-whisker and stem-and-leaf plots

#2. Algebra 1, 2, & 3 – Intermediate & College Level Course

This course is designed for university students taking intermediate algebra and college algebra and high school students taking algebra 1, algebra 2, or algebra 3.

Here is a list of topics covered in this course:

1.  Basic Arithmetic – Addition, Subtraction, Multiplication, and Division

2.  Fractions Review

3.  Solving Linear Equations

4.  Order of Operations

5.  Absolute Value Functions & Inequalities

6.  Graphing Linear Equations Using Slope & The Y-Intercept

7.  Polynomials

8.  Factoring

9.  Systems of Linear Equations

10.  Quadratic Equations

11.  Rational Expressions

12.  Radical Expressions

13.  Complex Imaginary Numbers

14.  Exponential and Logarithmic Functions

15.  Functions

16.  Conic Sections

17.  Arithmetic and Geometric Sequences

At the end of my course, students will be able to understand the basic fundamentals and principles of algebra.

#3. Beginning Algebra: Building a Foundation

This course covers algebraic topics including integers and real numbers, solving equations, graphing linear equations, polynomials, radicals and square roots, factoring, exponents, and applications (word problems). The course curriculum aligns to content that is common to most high school algebra 1 courses as well as college level developmental mathematics. Content is taught through interactive video lectures that include guided practice problems and the associated live action solution

you may learn,

  • Apply the Order of Operations for Simplifying expressions
  • Simplify an Algebraic Expression with Integer Exponents
  • Performs Operations on Polynomial Expressions
  • Solve Quadratic Equations with Factoring
  • Factor Polynomials
  • Solve Linear Equations
  • Graph Linear Equations with a variety of methods
  • Simplify Radical Expressions
  • Solve Literal Equations for Defined Variables
  • Convert Between Scientific and Standard Notations
  • Solve Geometric and Algebraic Applications (Word Problems)
  • Identify the Slope of a Line from a Graph or Equations
  • Solve Linear Inequalties
We Advice you to learn via Online Courses, Rather than Books, But We Suggest you use Books Only for reference purpose

Best Algebra Books:

#1 Practical Algebra: A Self-Teaching Guide, Second Edition 2nd Edition by Peter H. Selby

#2 No-Nonsense Algebra: Part of the Mastering Essential Math Skills Series by Richard W. Fisher

#3 Introduction to Linear Algebra, Fifth Edition Fifth Edition Edition by Gilbert Strang

#4 Algebra II For Dummies 2nd Edition by Mary Jane Sterling

#5 Algebra Essentials Practice Workbook with Answers: Linear & Quadratic Equations, Cross Multiplying, and Systems of Equations: Improve Your Math Fluency Series by Chris McMullen

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