Скачать или смотреть Q3 Ex. 6.2 Class 10 NCERT | Similar Triangles | 1st Time Solved with Common Multiplier on YouTube ▶️

👉 Title Reference:

✨ Question 3 Exercise 6.2 Class 10 NCERT | Similar Triangles | 1st Time Solved with Common Multiplier Approach.

In this video, I have solved Question 3 of Exercise 6.2 (NCERT Class 10 Mathematics, Chapter 6 – Triangles) using a unique method: the Common Multiplier.

📝 Problem Statement:
In the given figure, LM is parallel to CB and LN is parallel to CD, prove that AM/AB = AN/AD. ✅


🔑 Why this video is special:

✅ Explained step by step using the Basic Proportionality Theorem (BPT) for easy understanding.

✅ Solved for the first time on YouTube using the Common Multiplier Method.

✅ No one has solved this question using this approach till now — so if you see the same solution elsewhere after this video was uploaded, you can easily understand that it has been copied from here.

✅ To find unique and easy solutions, stay connected with my channel.

📌 What’s covered in this video:


• LM is parallel to CB and LN is parallel to CD. Prove that AM/AB = AN/AD.

• Class 10 NCERT Maths, Chapter 6: Similar Triangles

• Exercise 6.2, Question 3

• Proof of Similarity using Parallel Lines

• Common Multiplier Unique Method


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