• October 10, 2023
• VirtualX MasterClass
• Grade 12, Mathematics, Playlists

Calculus | Exam Prep – VirtualX MasterClass | Series 5a

Welcome to “Calculus | Exam Prep – VirtualX MasterClass | Series 5a.” In this series, we will focus on the rules of differentiation and explore the general expression for functions of the form f(x) = a.x^n. Understanding these concepts is crucial for mastering calculus and solving complex problems.

The rules of differentiation provide us with a systematic approach to finding the derivative of a function. By applying these rules, we can simplify and transform expressions to uncover valuable information about the function’s behavior.

We will delve into the general expression f(x) = a.x^n, where a and n are constants. Understanding how to differentiate functions of this form is essential as it serves as a foundation for more advanced calculus topics.

Join our esteemed MasterClass Educator as he guides you through an exam-level question inspired by past papers. Through step-by-step explanations and examples, you will gain a deep understanding of differentiation and the application of the general expression.

Now, let’s tackle an exam question:

Find dy/dx, if y = sqrt(x)/2 – 1/(6x^3)

Our MasterClass Educator will demonstrate how to differentiate this function using the rules of differentiation and provide a comprehensive solution. You will learn how to handle square roots, fractions, and exponents, enabling you to confidently find the derivative.

Enroll in “Calculus | Exam Prep – VirtualX MasterClass | Series 5a” and strengthen your calculus skills. Our engaging lessons will equip you with the necessary tools to master the rules of differentiation, apply the general expression for functions, and excel in your exams.

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Master the rules of differentiation and the general expression for functions. Enroll in “Calculus | Exam Prep – VirtualX MasterClass | Series 5a” now.

Tags: #CalculusExamPrep #VirtualXMasterClass #MathematicsGrade12 #RulesofDifferentiation #GeneralExpression #ExamQuestions #ProblemSolving #ExamSuccess

Source: VirtualX MasterClass, Published: 2023-04-02 15:00:22