Class 10 Maths: Substitution Method NCERT Example 4 | Tan Theta

Class 10 Maths: Substitution Method NCERT Example 4 | Tan Theta Hello Class 10 students! Welcome back to our series on Pair of Linear Equations in Two Variables. We've mastered the graphical method, and now it's time to learn our first algebraic method: the Substitution Method! This video provides a complete introduction to the substitution method, helping you understand its steps and how to apply it. We'll demonstrate this powerful technique with a full, step-by-step solution to NCERT Example 4. In this lesson, you will learn: The concept behind the Substitution Method. The step-by-step process to solve a pair of linear equations algebraically. A detailed walkthrough of NCERT Example 4, showing you how the method works in practice. The advantage of using algebraic methods over the graphical method. This video is designed to give you a strong start with algebraic solutions, a crucial skill for the rest of this chapter. Catch Up on the Chapter! To ensure you're fully prepared, check out our previous videos covering the graphical method and Exercise 3.1: [   • Class 10 Maths: Pair of Linear Equations i...   Pair of Linear Equations in Two Variables (Basics Part 1)] [   • Class 10 Maths: Pair of Linear Equations (...   Pair of Linear Equations in Two Variables (Basics Part 2 & NCERT Example 1)] [   • Class 10 Maths: Pair of Linear Equations -...   Pair of Linear Equations - NCERT Examples 2 & 3] [   • Class 10 Maths: Linear Equations - NCERT E...   NCERT 3.1 Q1 & Q2 Solved] [   • Class 10 Maths: Linear Equations - NCERT E...   NCERT 3.1 Q3 Solved] [   • Class 10 Maths: Linear Equations - NCERT E...   NCERT 3.1 Q4 Solved] [   • Class 10 Maths: Linear Equations - NCERT E...   NCERT 3.1 Q5 Solved] [   • Class 10 Maths: Linear Equations - NCERT E...   NCERT 3.1 Q6 & Q7 Solved] Keep Learning! If this video helps you understand the Substitution Method, please hit the like button, share it with your friends, and subscribe to our channel for more examples and solutions to Exercise 3.2! Let's master the substitution method together! All the best for your Future.