Essential Algebra Course

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Essential Algebra Course

Level: Intermediate
Modules: 94 Modules
Duration: 13 hours, 45 minutes
Students: 0

Mathematics becomes an exciting adventure with the Essential Algebra Course, designed to elevate your understanding of algebra from the basics to advanced concepts! This comprehensive program covers everything from the fundamental principles of algebra to intricate topics like quadratic equations and polynomials. Each section builds seamlessly upon the last, ensuring a smooth progression through essential algebraic theories. With engaging modules, you’ll delve into core concepts such as algebraic expressions, linear equations, and the BODMAS rule, while practicing with varied problem sets that enhance your skills. The Essential Algebra Course provides a rich curriculum that deepens your knowledge of algebraic identities and factorization techniques. Whether you’re tackling simultaneous linear equations or mastering indices, this course offers a solid foundation necessary to excel in your academic journey. Experience a structured approach that introduces theoretical knowledge while instilling confidence in applying algebra in various scenarios. Join countless learners who have successfully navigated their way through mathematics by enrolling in the Essential Algebra Course today!

Learning Outcomes

Understand fundamental algebraic concepts and their applications.
Solve linear equations and inequalities with confidence.
Master the rules of indices and apply them in algebraic contexts.
Develop skills in factorization and algebraic identities.
Construct and simplify algebraic expressions effectively.
Draw and interpret line graphs in the Cartesian coordinate system.

Why buy this Essential Algebra Course?

Unlimited access to the course for forever
Digital Certificate, Transcript, student ID all included in the price
Absolutely no hidden fees
Directly receive CPD accredited qualifications after course completion
Receive one to one assistance on every weekday from professionals
Immediately receive the PDF certificate after passing
Receive the original copies of your certificate and transcript on the next working day
Easily learn the skills and knowledge from the comfort of your home

Certification

After studying the course materials of the Essential Algebra Course there will be a written assignment test which you can take either during or at the end of the course. After successfully passing the test you will be able to claim the pdf certificate for £4.99. Original Hard Copy certificates need to be ordered at an additional cost of £8.

Who is this Essential Algebra Course for?

Students preparing for exams that require a strong foundation in algebra.
Individuals looking to enhance their mathematical skills for academic pursuits.
Learners interested in understanding the principles of algebra in depth.
Those who seek to improve their problem-solving abilities in mathematics.
Educators looking for structured content to support their teaching.
Anyone wanting to refresh their knowledge of essential algebra concepts.

Prerequisites

This Essential Algebra Course does not require you to have any prior qualifications or experience. You can just enrol and start learning.This Essential Algebra Course was made by professionals and it is compatible with all PC’s, Mac’s, tablets and smartphones. You will be able to access the course from anywhere at any time as long as you have a good enough internet connection.

Career path

Mathematics Teacher: £25,000 to £45,000 per year
Data Analyst: £25,000 to £50,000 per year
Accountant: £28,000 to £55,000 per year
Statistician: £30,000 to £60,000 per year
Financial Analyst: £30,000 to £60,000 per year
Operations Research Analyst: £30,000 to £55,000 per year

Course Curriculum

Section 01: Introduction
	Module 01: Promotional Video	00:02:00
	Module 02: Quick guide	00:01:00
Section 02: Fundamental Concepts of Algebra
	Module 01: What is Algebra?	00:04:00
	Module 02: Constructing Algebraic Expressions	00:06:00
Section 03: Revision Section 0on Integers
	Module 01: Negative numbers and operations on Integers	00:14:00
Section 04: Rules of Ordering- BODMAS
	Module 01: BODMAS Rule – Basics	00:11:00
	Module 02: Practice Problems BODMAS Part 1	00:10:00
	Module 03: Practice Problems BODMAS Part 2	00:08:00
Section 05: A complete Section on Indices (Exponent)
	Module 01: The Laws of Indices	00:11:00
	Module 02: Application of Indices Part 1	00:10:00
	Module 03: Application of Indices Part 2	00:08:00
	Module 04: Fractional Indices	00:12:00
	Module 05: Practice Problems	00:09:00
	Module 06: Problems from IGCSE Last year’s papers	00:06:00
Section 06: Algebraic Expressions
	Module 01: Algebraic Expressions	00:08:00
	Module 02: Terms, Coefficients, Degree, Like and Unlike Expressions	00:13:00
	Module 03: Arrangements of the Terms	00:09:00
	Module 04: Distributive Property in Algebraic expressions	00:08:00
	Module 05: Addition of Algebraic expressions	00:13:00
	Module 06: Subtraction of Algebraic expressions	00:12:00
Section 07: Brackets in Algebra
	Module 01: Rules of brackets	00:12:00
	Module 02: Simplification by removing brackets	00:11:00
Section 08: Multiplication and division of Algebraic expressions
	Module 01: Multiplication of Algebraic Expressions Part 1	00:05:00
	Module 02: Multiplication of Algebraic Expressions Part 2	00:07:00
	Module 03: Multiplication of Algebraic Expressions Part 3	00:06:00
	Module 04: Division of Algebraic expressions Part 1	00:11:00
	Module 05: Division of Algebraic expressions Part 2	00:10:00
	Module 06: Division of Algebraic expressions Part 3	00:07:00
Section 09: Linear Equations in one variable
	Module 01: Simple Equations	00:08:00
	Module 02: Solving an Equation Part 1	00:10:00
	Module 03: Solving an Equation Part 2	00:07:00
	Module 04: Practice Problems	00:10:00
	Module 05: Word Problems based on Linear equations 1	00:13:00
	Module 06: Word Problems based on Linear equations 2	00:09:00
Section 10: Linear Inequalities
	Module 01: Linear Inequalities	00:09:00
	Module 02: How to plot inequalities on a number line	00:07:00
	Module 03: Solving Linear Inequalities Part 1	00:10:00
	Module 04: Solving Linear Inequalities Part 2	00:06:00
Section 11: Formula: change of subject of a formula
	Module 01: Changing Subject of a Formula Part 1	00:06:00
	Module 02: Changing Subject of a Formula Part 2	00:06:00
	Module 03: Evaluate and write formulae of word problems	00:09:00
	Module 04: Substitutions in given Formulae Part 1	00:06:00
	Module 05: Substitutions in given Formulae Part 2	00:08:00
	Module 06: Substitutions in given Formulae Part 3	00:06:00
Section 12: Algebraic Identities
	Module 01: What are Identities?	00:06:00
	Module 02: Identity 1 (a + b) Â²=aÂ²+2ab+bÂ²	00:13:00
	Module 03: Identity 2 (a – b) Â²=aÂ²-2ab+bÂ²	00:08:00
	Module 04: Identity 3 aÂ² – bÂ² = (a-b) (a +b)	00:07:00
	Module 05: Identity 4 (x+ a) (x+ b) =xÂ²+ (a+ b) x+ ab	00:09:00
	Module 06: Pascalâ€™s Triangle	00:06:00
	Module 07: Identity 5 (a+ b) Â³=a Â³ + 3aÂ²b+3abÂ²+b Â³	00:13:00
Section 13: Factorisation
	Module 01: Factorisation by method of common factor	00:13:00
	Module 02: Factorisation by regrouping the terms	00:10:00
	Module 03: Factorisation by difference of two squares	00:10:00
	Module 04: Factorisation using identity (a + b) Â² and (a – b) Â²	00:13:00
	Module 05: Factorisation using identity (a + b + c) Â²	00:05:00
	Module 06: Factorisation by middle term split Part 1	00:12:00
	Module 07: Factorisation by middle term split Part 2	00:09:00
Section 14: How to draw a Line graph?
	Module 01: Cartesian Coordinate system Part 1	00:10:00
	Module 02: Cartesian Coordinate system Part 2	00:09:00
	Module 03: Some Important facts	00:08:00
	Module 04: Drawing Line Graph	00:07:00
Section 15: Simultaneous Linear Equations
	Module 01: Simultaneous Linear Equations	00:07:00
	Module 02: Graphical Method	00:06:00
	Module 03: Graphical method Continuesâ€¦.	00:11:00
	Module 04: Elimination by substitution Method	00:09:00
	Module 05: Equating the coefficients Method	00:11:00
	Module 06: Cross Multiplication	00:10:00
	Module 07: Equations Reducible to Linear Equations-1	00:08:00
	Module 08: Equations Reducible to Linear Equations-2	00:14:00
	Module 09: Linear equations Conditions	00:05:00
	Module 10: Problems Based on Conditions	00:08:00
Section 16: Polynomials
	Module 01: Polynomials and Zeros of Polynomials	00:10:00
	Module 02: Remainder Theorem	00:05:00
	Module 03: Factor Theorem	00:10:00
	Module 04: Practice problems on Remainder and Factor Theorem	00:09:00
	Module 05: Factorisation using Factor Theorem	00:10:00
	Module 06: Zeros of polynomials Î±, Î² & Î³	00:10:00
	Module 07: Relation between zeros and coefficients of a polynomials	00:13:00
	Module 08: Writing polynomials if zeros are given	00:06:00
	Module 09: Practice problems on zeros of polynomials	00:10:00
	Module 10: Problems solving with Î± and Î² (part 1)	00:11:00
	Module 11: Problems solving with Î± and Î² (part 2)	00:11:00
Section 17: Quadratic Equations
	Module 01: Introduction to Quadratic Equations	00:05:00
	Module 02: Solving Quadratic Equations by Factorisation method	00:09:00
	Module 03: Writing in completed square form	00:07:00
	Module 04: Solving by completing the square method	00:10:00
	Module 05: Sketching of Quadratic Graphs by completing the square method	00:12:00
	Module 06: Quadratic graphs using Transformations	00:06:00
	Module 07: Solving Quadratic inequalities by graphical method (vertex)	00:13:00
	Module 08: Deriving Quadratic formula	00:05:00
	Module 09: Solving problems using Quadratic formula	00:06:00
	Module 10: Nature of roots 1	00:04:00
	Module 11: Nature of roots 2	00:12:00