
Course Introduction: Algebra from Basic to Advanced
Welcome to Algebra from Basic to Advanced!
In this course, I will guide you step by step through the world of algebra—starting from the very basics and gradually moving toward advanced concepts.
Whether you are a beginner who has never studied algebra before or someone who wants to strengthen your existing knowledge, this course is designed to build your confidence. We will explore topics in a clear and structured way, using simple explanations, practice problems, and real-life examples.
? What you will learn in this course:
The foundations of algebra (variables, expressions, and equations)
Methods for solving linear and quadratic equations
Understanding polynomials and factoring
Working with functions and graphs
Advanced topics, including systems of equations and inequalities
By the end of this course, you will not only understand algebra but also develop strong problem-solving skills that will help you in higher mathematics and competitive exams.
Let’s begin this exciting journey together—step by step, from basic to advanced algebra!
Course Video: Basic Algebra – Finding X & Adding Variables
In this lesson, we will explore the foundations of Basic Algebra step by step. You will learn how to:
Understand and perform basic algebra operations
Solve simple equations to find the value of X
Work with and add variables correctly
Apply these concepts through easy examples and solved problems
This video is designed for beginners who are just starting with algebra. At the end of the lesson, you will be able to solve simple algebraic problems on your own with confidence.
Practice questions are also included so you can test your understanding and strengthen your skills.
Description:
In this video, we will learn the basics of solving simple linear equations in a clear and easy-to-follow way. Whether you are a school student, a beginner in algebra, or someone brushing up on math skills, this lesson will guide you step by step.
What you’ll learn in this video:
What is a linear equation?
How to form linear equations with one and two variables.
Easy methods to solve equations step by step.
Practice problems like , , and more.
Tips to avoid common mistakes.
By the end of this video, you’ll have the confidence to solve simple linear equations on your own and be ready for more advanced algebra topics.
This video is part of my Algebra Made Easy series on Udemy, where we cover everything from the basics to advanced problem-solving.
In this video, we will explore the Elimination Method for solving linear equations in two variables. Step by step, you’ll learn how to simplify equations by adding or subtracting them, so that one variable is eliminated. This makes it easy to solve for the other variable and then find the complete solution.
We’ll start with simple examples to understand the basics, then move on to slightly more complex problems, including equations with fractions. By the end of the lesson, you will be confident in using the elimination method to solve different types of linear equations.
This video is perfect for students preparing for school exams, competitive tests, or anyone who wants to strengthen their foundation in algebra.
In this video, we solve linear equations in fractions using the Elimination Method. The lesson shows how to:
Convert fractional equations into simple linear form by clearing denominators
Arrange the equations for elimination
Eliminate one variable step by step
Substitute to find the second variable
Verify the solution in the original fractional equations
By the end of this lesson, you will understand how to handle fractions confidently in linear equations and apply the elimination method correctly.
Course Video: Linear Equation – Elimination Method with Fractions
In this lesson, you will learn how to solve linear equations using the elimination method, especially when the equations involve fractions. Many students find fractions tricky, but with the right approach, they become much easier to handle.
✅ Step-by-step explanation of the elimination method
✅ Clear examples involving fractional coefficients
✅ Tips to simplify fractions before elimination
✅ Practice problems for better understanding
By the end of this video, you will be confident in solving fraction-based linear equations using the elimination method. Perfect for school students, competitive exam preparation, or anyone looking to strengthen their algebra basics.
Do you struggle to solve word problems in linear equations? This course is designed to make those tricky problems simple and logical! Whether you are a school student, college learner, or preparing for competitive exams, this course will help you confidently translate real-world situations into mathematical equations and solve them with ease.
Through clear explanations, examples, and practical exercises, you’ll learn how to:
✅ Understand the meaning of variables and constants
✅ Form equations from real-life word problems
✅ Solve single-variable and two-variable linear equations
✅ Interpret and check your solutions
✅ Apply linear equations to real-world scenarios like age, time, work, and money problems
By the end of this course, you’ll be able to solve any linear equation word problem step by step — without confusion or memorization.
Who this course is for:
Students learning algebra for the first time
Anyone preparing for exams or interviews
Teachers and tutors looking for a clear teaching method
Lifelong learners who want to strengthen their math skills
No prior advanced math knowledge is required — only basic arithmetic and curiosity!
substitutional method part 2.mp4
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In this lesson, we will explore the Substitution Method for solving linear equations. This is one of the most commonly used techniques to find the solution of two-variable equations. The method is simple, systematic, and forms the foundation for advanced algebra concepts.
You will learn:
Step-by-step process of solving linear equations using substitution.
How to express one variable in terms of the other.
Substituting the value into the second equation to find the solution.
Solving both simple and fractional examples.
Practical word problems to strengthen understanding.
By the end of this lecture, you will gain confidence in solving linear equations accurately using substitution, which will also help you in competitive exams and higher-level mathematics.
In this lesson, we will explore the Substitution Method for solving linear equations. This is one of the most commonly used techniques to find the solution of two-variable equations. The method is simple, systematic, and forms the foundation for advanced algebra concepts.
You will learn:
Step-by-step process of solving linear equations using substitution.
How to express one variable in terms of the other.
Substituting the value into the second equation to find the solution.
Solving both simple and fractional examples.
Practical word problems to strengthen understanding.
By the end of this lecture, you will gain confidence in solving linear equations accurately using substitution, which will also help you in competitive exams and higher-level mathematics.
“This course is designed for adults or parents/guardians who want to help younger learners”
This course is designed to take you on a complete journey through Algebra, starting from the very basics and moving step by step toward advanced concepts. Whether you are a beginner or someone looking to strengthen your foundation, this course will guide you in mastering algebra with clarity and confidence.
We begin with basic algebraic operations, including how to work with numbers, variables, and expressions. You will learn how to simplify, expand, and add algebraic terms correctly. From there, we move into solving linear equations, understanding different methods, and applying them to real-world problems.
As the course progresses, you will explore quadratic equations, factorization, and methods to find roots. You will also learn how to represent equations on a graph, interpret solutions visually, and connect algebra to geometry.
We also cover polynomials, their operations, and applications, along with a variety of word problems to help you apply algebra in practical scenarios. Each concept is explained with step-by-step examples, making it easy to follow and practice.
By the end of this course, you will have a strong understanding of algebra from the ground up, preparing you for advanced studies and problem-solving in mathematics and will become master on algebra