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Master Limits & Derivatives ( Class 11 ) - Complete, Exam-Focused Lesson for All Boards -Important Link: https://www.youtube.com/live/lV_wC0QH... Welcome to a clear, step-by-step Class 11 calculus lesson on Limits & Derivatives, designed for CBSE, ICSE, State Boards and international curricula. This video covers core concepts, solved examples, and exam strategies to help you score higher in your board exam. #Limits #Derivatives #Class11 #Calculus What you will learn: Definition and intuition of limits: left-hand/right-hand limits, finite and infinite limits, and continuity. Techniques to evaluate limits: factoring, conjugate method, standard limits, and squeeze theorem. Introduction to derivatives: concept of the derivative as rate of change and slope of tangent. -Differentiation rules: power rule, constant rule, sum/difference rule, product and quotient rules. Chain rule and derivatives of polynomial, trigonometric, exponential and logarithmic functions. L'Hôpital's Rule for indeterminate forms and practical examples. Step-by-step solved problems typical of Class 11 and board exam pattern. #Differentiation #NCERT #CBSE Why watch this video: Exam-oriented: focuses on common board questions, important tricks and common mistakes to avoid. Conceptual clarity: builds strong foundations for Class 12 calculus and competitive exams. Practice-focused: several solved examples with detailed reasoning and shortcuts. Topics covered (timestamps in video): Basics of Limits and Continuity Standard Limit Results and Techniques Derivative from First Principles Basic Differentiation Rules + Examples Product, Quotient & Chain Rule Applications & Sample Board Questions Study tips & resources: Revise standard limits and formulas daily. Practice NCERT and previous year board problems for exam patterns. Use solved examples from this video as templates to approach new problems. If this helped, please: Like the video, subscribe and hit the bell icon for more Class 11 & 12 maths lessons. #Maths #BoardExam Comment below with topics you want next (Continuity, Differentiation Applications, Integrals). Follow & Download: Notes and practice sheets: [link in description] Join our telegram/classroom for doubt solving and weekly tests. Good luck with your studies! Keep practicing — limits and derivatives become easier with the right approach and consistent problem solving. #StudySmart #ExamPrep