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इस वीडियो में हम Class 12 Maths के सबसे महत्वपूर्ण अध्याय “अवकलन (Differentiation)” को बिल्कुल आसान और समझने योग्य भाषा में पढ़ेंगे। 📘 इस वीडियो में क्या-क्या सीखेंगे? ✔ अवकलन की परिभाषा और मूल सूत्र ✔ Standard Derivatives ✔ Chain Rule ✔ Product Rule एवं Quotient Rule ✔ Implicit Differentiation ✔ Important Board-Level Questions ✔ Step-by-Step समाधान जिससे पूरे अंक मिलें 🎯 यह वीडियो Class 12 Board Exam 2026 की तैयारी के लिए अत्यंत उपयोगी है। अगर आप Maths में 90+ या Full Marks का लक्ष्य रखते हैं, तो यह वीडियो जरूर देखें। 📚 Useful For: – Class 12 Maths Students – Board Exam Preparation – Revision & Practice – UP Board / CBSE / All Boards 👍 वीडियो को Like, Share और Subscribe जरूर करें ताकि ऐसी ही और महत्वपूर्ण Maths वीडियो आपको मिलती रहें। differentiation अवकलन differentiation class 12 class 12 maths differentiation differentiation in hindi अवकलन कक्षा 12 standard derivatives chain rule differentiation product rule differentiation quotient rule differentiation implicit differentiation differentiation numericals important derivatives class 12 class 12 maths board exam UP Board class 12 maths CBSE class 12 maths maths class 12 in hindi board exam 2026 maths class 12 maths one shot #ContinuityAndDifferentiability #Class12Maths #MathsChapter5 #Class12MathsRevision #MathsForBoards #NCERTMaths #Class12OneShot #MathsOneShot #VIJETA2026 #Boards2026 #GulabsinghSir #CBSEClass12 #LimitsAndDerivatives #ContinuityAndDifferentiability #Class12Maths #MathsChapter5 #Class12MathsRevision #MathsForBoards #NCERTMaths #Class12OneShot #MathsOneShot #VIJETA2026 #Boards2026 #CBSEClass12 #LimitsAndDerivatives In this comprehensive one-shot video, we dive deep into the topic of Differentiability, an essential part of Class 12th Mathematics Chapter 5. Whether you're a student preparing for your board exams, or just looking to strengthen your understanding of this critical concept, this video will provide you with everything you need to know about differentiability. We start by breaking down the core concept of differentiability, explaining what it means for a function to be differentiable, and how it relates to continuity. With simple, easy-to-understand examples, we will help you grasp the theoretical aspects before moving on to more complex applications. The video then moves into solving a variety of questions that are commonly asked in exams. We cover different types of problems to ensure you are well-prepared for any question that might come your way. From basic to advanced levels, we tackle them all, offering step-by-step solutions and tips to solve these questions effectively.