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continuity and differentiability class 12 exercise 51 Q16
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continuity and differentiability class 12 exercise 5.1 Q16 | • • Welcome to Our Easy Guide on Continuity and Differentiability! • In this video, we’ll break down the important concepts of continuity and differentiability in a simple way. These ideas are key to understanding calculus and are essential for your CBSE board exams and JEE preparations. • What You Will Learn: • 1. Definitions: • Continuity: A function is continuous if you can draw its graph without lifting your pencil. It means there are no breaks or holes. • Differentiability: A function is differentiable at a point if it has a well-defined slope (derivative) at that point. • 2. Important Formulas: • Derivative of Common Functions: • 3. Important Questions: • Identify points of continuity and discontinuity. • Find the derivative of various functions. • 4. Competitive Exams: • Tips on how to tackle questions on continuity and differentiability in JEE and other competitive exams. • 5. Key Points: • Continuous functions can be graphed without breaks. • Differentiable functions are always continuous, but not all continuous functions are differentiable. • Remember the basic differentiation rules! • • 6. Tips and Tricks: • Use graphical methods to visualize continuity. • Practice common derivatives to save time in exams. • Always check for continuity before finding the derivative. • • Who Is This Video For? • This video is perfect for Class 12 students preparing for CBSE board exams and those gearing up for JEE. Whether you're just starting out or looking to polish your skills, this tutorial will help you understand the concepts clearly. • If you find this video helpful, please like, share, and subscribe for more easy math tutorials! 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