NCERT Class 12 Maths | Differentiation | Chain Rule | Derivative of Implicit Function скачать в хорошем качестве

NCERT Class 12 Maths | Differentiation | Chain Rule | Derivative of Implicit Function

y = cos (tan√(x+1)) find d y/dx x + y = xy3 find d y/dx y = sin (x y) find d y/dx x cos y = sin x + y find d y/dx x = a(1- cos θ ), y = a( θ + sin θ ) In this video, you will learn Differentiation using the Chain Rule, explained step by step as per NCERT Class Mathematics syllabus. This lesson focuses on the derivative of a function of a function, one of the most important concepts in calculus for Class 11 and Class 12 students. We start from the basics of differentiation and then move to the chain rule, explaining how to differentiate composite functions in a simple and clear way. Each step is discussed with logic so that students can understand not just how to solve problems, but why the method works. The video includes NCERT-based examples, common exam questions, and tips to avoid mistakes. This video is useful for students preparing for CBSE board exams, school tests, and competitive exams that include calculus. If you find differentiation confusing, this lesson will help you build strong fundamentals. Topics covered: Differentiation basics Chain rule explained Derivative of function of functions NCERT Class Mathematics examples Watch till the end for better clarity and practice. Don’t forget to like, share, and subscribe for more NCERT Mathematics videos. #Differentiation #ChainRule #DerivativeofFunctionofFunctions #NCERT Mathematics #Class11Maths #Class12Maths #CalculusBasics #CBSE #Maths