Chain Rule Differentiation Tricks | CBSE & JEE |

Описание: Struggling with differentiation using the chain rule? In this video, we break down a challenging Class 11/12 calculus problem step-by-step:
[ y = e^{\sin x} + (\log x)^2 + \sqrt{\sin x} ]
Learn how to apply the chain rule, product rule, and differentiation shortcuts to find [ \frac{dy}{dx} ] quickly and accurately—perfect for CBSE Board, JEE Main/Advanced, MHT-CET & other engineering entrance exams.What you'll learn:How to identify and break down composite functionsApplying the chain rule and power rule in tough differentiation questionsSolving each term clearly for quick revisionDon’t forget to subscribe to Saraswati Maths Academy for more exam-focused maths tricks & tips!#ChainRule #Differentiation #CBSE #JEE #MHTCET #Maths #Calculus #ShortTrickThis title and description are optimized for search and clickability, clearly present the question, and highlight chain rule differentiation relevant to your