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Welcome to our comprehensive one-shot video on "Continuity and Differentiability," Chapter 5 of Class 12th Mathematics. This video covers all the essential concepts, important questions, and detailed answers to help you master this crucial chapter. In this session, we'll explore: 💡 What You’ll Learn ✅ Continuity – Definition, Graphs & NCERT Examples ✅ Differentiability & Differentiation Rules ✅ Derivatives of Implicit, Parametric & Inverse Functions ✅ PYQs & Important Board Questions ✅ Shortcut Tricks + Concept Clarity 🎯 Perfect for Class 12 Boards 2026 & CUET 2026 Maths Prep 📚 Based on the latest NCERT Syllabus #ContinuityAndDifferentiability #Class12Maths #OmJiAwasthiSir #MathsOneShot #NCERTMaths #Boards2026 #CUET2026 #Class12Revision #MathsPYQs #DifferentiationClass12 Perfect for Class 12 students preparing for their board exams, this video is your one-stop solution to ace Chapter 5. Make sure to watch till the end and follow along with the examples to enhance your learning experience. Don't forget to like, share, and subscribe for more such informative videos! #Class12Maths #ContinuityAndDifferentiability #OneShot #BoardExamPrep #class12mathsMathConcepts Now preparing for exams will become Fun and Easy! This channel is dedicated to students of classes 9th, 10th , 11th & 12th preparing for their exams. Our faculty will teach and guide students in the easiest and most fun-loving way to gain a solid knowledge of basic and complex science concepts. Thanks Ravat sir,continuity and differentiability,continuity and differentiability class 12,class 12 continuity and differentiability,continuity and differentiability class 12 one shot,continuity and differentiability class 12 ncert,class 12 maths continuity and differentiability,class 12,maths,class 12 maths,ncert,continuity,differnetiability,science and fun class 12,science and fun,class 12th maths one shot,class 12th maths continuity,2024-25,maths by Ravatsr Continuity & Differentiability Continuity (सातत्य) Limit LHL = RHL exists defined Continuous at a point Continuous in interval Left continuous Right continuous Removable discontinuity Jump discontinuity Infinite discontinuity Algebra of continuous functions Differentiability (अवकलनीयता) Derivative Rate of change Differentiable at a point Left hand derivative (LHD) Right hand derivative (RHD) LHD = RHD Differentiable ⇒ Continuous Continuous ≠ Differentiable Non-differentiable points Corner point Cusp Vertical tangent Modulus function Chain rule 👉 Exam tip: Continuity → Limit + Value Differentiability → LHD = RHD