Ex 6.3 Q16 Class 10 Maths NCERT | Chapter 6 Triangles | Medians & Similarity | Prove AB/PQ = AD/PM

📘 Class 10 Maths NCERT | Chapter 6 – Triangles | Question 16 Exercise 6.3 Welcome to YOUR CLASSROOM! In this video, I solve NCERT Class 10 Maths, Chapter 6 – Triangles, Question 16 Exercise 6.3, which is the last and most important question of this exercise. ⚡ This question is concept-based and very important for board exams. In this video, I explain the solution in a clear, logical, and exam-oriented way, focusing on medians and similarity of triangles. 📌 Exact NCERT Question (for reference) Q16. If AD and PM are medians of triangles ABC and PQR respectively, where ΔABC ~ ΔPQR, prove that AB/PQ = AD/PM 👉 Many students find it difficult to choose the correct triangles, and median-based questions often seem confusing. In this video, you will learn how to select the correct triangles to obtain the required result and how similarity affects medians. 🔥 Why This Video Is Special: ✅ Clear explanation of medians in similar triangles ✅ Direct use of triangle similarity results ✅ Proper naming and correspondence of triangles ✅ NCERT-style mathematical proof ✅ Perfect for last-minute revision 🎯 Topics Covered: ✔ Similarity of triangles ✔ Medians of similar triangles ✔ Ratio of corresponding sides ✔ Relation between medians in similar triangles ✔ NCERT-based step-by-step proof ✔ Class 10 board exam strategy ⭐ Useful Video For: ✅ Class 10 Board students (CBSE / State Boards) ✅ Students aiming to master Geometry ✅ Students preparing for government job exams ✅ Learners preparing for school exams ✅ Students who want strong conceptual clarity 💬 Comment below if you understood this important concept clearly! 👍 Like | Share | Subscribe for more fast, clear, and exam-oriented NCERT Maths solutions. 🔖 Hashtags #govtjobexam #Exercise6_3 #NCERTSolutions #BoardExamPreparation #TriangleGeometry