Algebra course builds strong foundation in Prealgebra & Algebra 1
 Life Time Access
 Certificate on Completion
 Access on Android and iOS App
 SelfPaced
Why to study Algebra?
Math is incomplete without Algebra. Algebra is major part of Math. Algebra is everywhere in our lives. You cannot go for higher studies in Math without algebra. It is gateway to higher Math like Calculus, Geometry and Trigonometry. Algebra is foundational for advanced Math classes, as well as many other subjects. In fact, todayâ€™s modern industry rely totally on Algebra.
Algebra provides us with a basic language to describe realworld problems. The purpose of Algebra is to make it easy to state a mathematical relationship with its equations by using letters of the alphabet and other symbols. The formulas used to calculate different unknown are built using the language of algebra. Formulae are powerful as they tell us rules which work in every single situation.
Learning algebra helps to develop your critical thinking skills, including problem solving and logical reasoning. Studying algebra helps your mind to think logically, break down and solve problems.
Algebra is one of the most important sections for any competitive exam. At least 810 questions appear in GMAT, GRE, CAT, Math Olympiad and other competitive exams from this topic. So if you desire to score a high percentile in quantitative aptitude, it is a must to have a good grasp over Algebra.
How this course is going to help you?
Sometimes Algebra remains week part of your math skills, in that case you start thinking of leaving Math in early stages of your education. It becomes the reason for many career options becomes closed for you. Due to weak foundation of algebra, it becomes tough to clear entrance exams like SAT/GMAT/GRE/ACT/University entrance.
This course is going to build strong foundation of algebraic skills within a few hours. This course is helping you to get equipped with major techniques to tackle higher Algebra easily and is stepping stone to your journey towards higher Math and makes you confident in Mathematics.
The course covers all the fundamental concepts of Algebra and is designed for anyone with little or no previous knowledge of the topic. So no more struggle with Algebra.
The course consists of 84 video lectures divided into 17 sections along with a variety of easy and difficult problems for each section. As the course progresses, basic facts, concepts, terms, principles and application are added to help the student understand the topics in the best way. In most of the lectures, theory is explained in an interactive and practical format and then further explained with questions to ensure a good grasp on the topic.
Course Covers
 Basic Terminology of Algebra
 Finding Numerical Value of Algebraic Expressions
 Addition and Subtraction of Algebraic Expressions
 Multiplication and Division of Algebraic Expressions
 Directed Numbers (Integers)
 Higher Indices (Exponent)
 Brackets in Algebra
 Linear Equations in One Variables
 Identities
 Change of Subject of Formula
 Linear Inequalities
 Factorization
 Simplification of Algebraic Fractions
 Coordinate Axis â€“Points and Line Graph
 Simultaneous Linear Equations in Two Variables
 Quadratic Equations
Curriculum of the course is aligned with all the boards so any body from any country can take the course. Youâ€™ll learn the skills quickly and effectively with no time wastage.
Good luck & I hope you will enjoy the course.
If you like the course donâ€™t forget to leave a review for future students.
Who this course is for:
 GMAT, GRE and MBA entrance exams students looking for revision of Algebra fundamentals
 Wants to brush up basics of algebra in Mathematics
 Current IGCSE students because course is designed to cover topics of Algebra
 Current Algebra students of CBSE, ICSE board.
 Middle school, High school or early college level students
 If Algebra is always trouble for you then this course is specially for you as it will teach from very
 Basics to in depth knowledge giving lots of practice through solving problems
 Students who wants to learn all types of factorization especially middle term split
 High school students who have gaps in their knowledge and would like to fill them with basics
 Knowledge of Mathematics till 5th grade
 Higher Indices  Laws of Indices (Exponent)
 Formula  Change the subject of formula
 Rational Expressions  Simplification of Algebraic Fractions to its lowest form
 BODMAS  Adding and removing brackets in algebraic expressions
 Graphs  Coordinate Axis, Points and Line Graph
 Linear equations in one variable and word problems
 Linear Inequalities
 Simultaneous linear equations Graphical method, Substitution method, Equating coefficient & cross multiplication method
 Graphical method of solving simultaneous linear equations
 Word problems with the help of simultaneous linear equations
 Quadratic equations using Factorization method and Quadratic Formula
 Quadratic equations using squaring complete method
 Equations reducible to quadratic equations
 Word problems of Quadratic equations
 Quadratic polynomials
 Knowledge of nature of roots of quadratic equations
 Zeros of polynomials Î±, Î² & Î³
 Addition, Subtraction, Multiplication and Division of Algebraic Expressions
 Remainder Theorem & Factor Theorem
 Directed Numbers (Integers)
 Finding Numerical Value of Algebraic Expressions
 Factorization Techniques like common factors, regrouping, splitting the middle term and Using identities
 Algebraic Identities like (a  b) Â², (a + b) Â³, a Â³  b Â³, (a + b + c) Â² etc

What is Algebra?

Simple Equations

What are Polynomial?

Terms in Polynomials

Degree of Polynomials

Writing statements to algebraic form

Quiz Based on fundamental concepts

Integers and common mistakes in solving integers

Arrangement of Terms

Powers on integers

Simplification using BODMAS

Distributive Properties in Polynomials

Simplify Polynomials

Addition of Polynomials

Subtractions of Polynomials

Operation on Algebraic expressions

The rules of Indices in algebra

Fractional indices

Understanding indices (Practice Questions)

Problems from IGCSE Last year papers

Section 4 Indices (Exponent)

Multiplication of monomial to Polynomial

Multiplication of Polynomial by Polynomial

Division of algebraic expression by a monomial

Division of algebraic expression by another polynomial

Division of a polynomial by another polynomial with remainder

Multiplication and division of Algebraic expressions

Rules of brackets

Simplification by removing brackets

Brackets in Algebra

Simplification of algebraic fractions

Rules to solve linear equations in one variable

Solving linear equations in one variable

Solving complex linear equations in one variable

word problems on linear equations in one variable

Linear equations in one variables

What are Identities?

Identity (a + b) Â²

Identity (a  b) Â² square of difference of two numbers

Identity aÂ²  bÂ² = (ab) (a +b)

Standard Identities (a + b + c) Â² = a Â² + b Â² + c Â² + 2 ab + 2 ac +2 bc

Identity (x + a) (x + b) Identity Derivation & Application

Pascalâ€™s Triangle & Identity (a + b) Â³

Identities (a  b) Â³, (a Â³ + b Â³) and (a Â³  b Â³)

Standard Identities a Â³ + b Â³ + c Â³  3 a b c

Algebraic Identities

Changing the subject of formula

Formula : change of subject of formula

Linear Inequalities

Linear Ineqaulities

Factorization by taking out common factor

Factorization by grouping the terms

Factorize using identity a Â²  b Â²

Factorize using identity (a + b) Â² and (a  b) Â²

Factorize using identity (a + b + c) Â²

Factorization by middle term split

Resolve into factors

Algebraic fractions

Rational Expressions (Algebraic Fractions)

All that you need to know about co ordinate axis

Some important facts needed to draw line graph

How to draw a line graph on coordinate plane?

Drawing line graphs

Coordinate axis â€“points and line graph

Simultaneous Linear Equations in two variables intro

Graphical method of solving linear equations

Graphical method  more sums

Method of Elimination by substitution

Method of Elimination by Equating coefficients

Method of Elimination by cross multiplication

Equations reducible to simultaneous linear equations

Word Problems on Linear equations

System of Simultaneous Linear Equations in two variables

Polynomials and Zeros of polynomials

Remainder Theorem

Factor Theorem

Practice problems on Remainder and Factor Theorem

Factorization using factor Theorem

Polynomials

Zeros of polynomials Î±, Î² & Î³

Relation between zeros and coefficients of a polynomials

Writing polynomials if zeros are given

Practice problems on zeros of polynomials

Problems solving with Î± and Î² (part 1)

Problems solving with Î± and Î² (part 2)

What are Quadratic equations?

Solutions by factorization method

Solutions by completing square formula

Deriving Quadratic formula

Practice problems by Quadratic formula

Solving complex quadratic equations by Quadratic Formula

Solutions of reducible to Quadratic Formula

Skilled problems on Quadratic Equations

Exponential problems reducible to Quadratic Equations

Nature of Roots of Quadratic Equations

Word problems on quadratic Equations Part 1

Word problems on quadratic Equations Part 2

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