TO FIND THE SQUARE ROOT OF NON PERFECT SQUARE NUMBER BY FAST CALCULATION AND DIVISION METHOD скачать в хорошем качестве

TO FIND THE SQUARE ROOT OF NON PERFECT SQUARE NUMBER BY FAST CALCULATION AND DIVISION METHOD

📘 Square Root of a Non-Perfect Square Number | Short Cut Method & Division Method | Step-by-Step Explanation Are you struggling to find the square root of a non-perfect square number? 🤔 Numbers like 7, 18, 27, or 50 may look confusing at first, but in this video, we’ll break everything down in the simplest and most exam-friendly way using two powerful techniques — the Short Cut Method and the Division Method. This session is specially designed for students who want clear concepts, strong basics, and better accuracy in exams. 🔎 What You’ll Learn in This Video: ✅ What is a non-perfect square number? ✅ How to estimate square roots quickly using the Short Cut Method ✅ Complete step-by-step explanation of the Division Method ✅ How to find square roots up to decimals ✅ Common mistakes students make (and how to avoid them) ✅ Important exam-oriented practice questions Many students can easily find square roots of perfect squares like 25 or 64, but when it comes to non-perfect square numbers, they lose confidence. In this video, I’ll make sure that by the end, you feel completely comfortable solving these types of questions on your own. This topic is extremely important for: 📌 Class 8 Mathematics 📌 Class 9 Mathematics 📌 Class 10 Board Exams 📌 NTPC Preparation 📌 SSC Exams 📌 Railway Exams 📌 Banking Exams If you practice along with me during the video, this topic will become one of your strongest areas in maths 💪 Make sure you watch till the end and solve the practice questions yourself. Consistent practice + clear concepts = full marks in maths! If you found this video helpful: 👍 Like the video 📤 Share it with your friends 🔔 Subscribe to the channel for more easy and concept-based maths lectures Let’s remove the fear of maths and turn it into your scoring subject! 🚀 #SquareRoot #NonPerfectSquare #DivisionMethod #ShortcutMethod #MathsConcept #BoardExamPreparation #CompetitiveExams #LearnMaths