Fundamentals of Algebra

Description

The course is designed to improve student comprehension. A great deal of care has been taken to design a course that is both mathematically correct and understandable to students. An informal style is used for exposition, definitions, and so on. Precision, however, is not compromised.

And. It is:

-> Fully-graphical, and algebraically explained.

-> Clear-cut and to the point.

-> Concise and comprehensive.

-> Explained with real-life example.

What you are going to learn?

-> I'll be taking you step-by-step through all of algIebra's key ideas, covering everything from Numbers to Algebra 1.

-> How to solve problems using at least two approaches that helps build your intuition.

Additionally, I have videos that walk you through each concept, as well as quizzes and each example is followed by a checkpoint exercise.

After working through an example, students can try the checkpoint exercise to check their understanding of the concepts presented in the example video.

What you are going to get?

-> Our course takes two approaches:

1) Graphical, and

2) Algebraic.

Finally... You will discover your approach to analyzing, and solving problems.

Topics covered in the course include:

~ Numbers including The Real number system, adding, subtracting, multiplying and dividing rational number

~ Operations including Order of operations (BEDMAS), Properties/Laws of real numbers

~ Exponents (positive and negative and its laws), Scientific notation, Radicals and discover Shortcuts using Square numbers

~ Algebraic expression including Simplify algebraic expressions and Polynomial

~ Equation including Solving linear equations (one and two variables) using Balancing and Transpose methods

~ Graphs including Coordinate plane, Graphs of equation in two variables, Slope and Graphs of Linear equations

~ Inequalities including Solving and Graphing linear inequalities

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