Trick In Solving This Cambridge International AS & A-Level Math on Finding The Gradient of a Curve

In this video, I solve the following calculus problem step by step. The goal is to find the gradient of a curve at the point where x given. We do this by differentiating the function and solving the resulting equation. This question is a great example of how the Quotient Rule and Chain Rule can be used together in solving differential equations. Topics Covered ✔ Chain Rule Differentiation ✔ Factorisation of Derivatives ✔ Solving dy/dx=0 ✔ Finding x-Coordinates on a Curve ✔ A-Level Exam Techniques Whether you're preparing for A-Level Math, Further Mathematics, WAEC, NECO, Cambridge International, or simply improving your calculus skills, this walkthrough will help you understand the process clearly and confidently. If you found this lesson helpful, don't forget to: 👍 Like the video 💬 Leave a comment with a question you'd like solved next 🔔 Subscribe for more A-Level Mathematics tutorials and worked examples KEYWORDS A-Level Mathematics, Product Rule, Chain Rule, Differentiation, Calculus, Derivatives, Stationary Points, Finding Coordinates on a Curve, Worked Mathematics Examples, Further Mathematics, Exam Preparation, A-Level Calculus, WAEC Mathematics, NECO Mathematics. #ALevelMaths #Differentiation #ProductRule #Calculus #MathTutorial #FurtherMathematics