Taking your Derivative Skills to the next level

Taking your Derivative Skills to the next level, available at $19.99, with 11 lectures, 1 quizzes, and has 2 subscribers.

You will learn about You will learn how to calculate the derivative of Composite functions Differentiation of Inverse Trigonometric functions You will learn the difference between explicit and implicit functions Use of suitable substitution in differentiating inverse trigonometric functions is illustrated Bonus-You'll learn about L Hospital's rule and how to use it in evaluating certain limits This course is ideal for individuals who are Students studying Differential Calculus It is particularly useful for Students studying Differential Calculus.

Enroll now: Taking your Derivative Skills to the next level

Summary

Title: Taking your Derivative Skills to the next level

Price: $19.99

Number of Lectures: 11

Number of Quizzes: 1

Number of Published Lectures: 11

Number of Published Quizzes: 1

Number of Curriculum Items: 12

Number of Published Curriculum Objects: 12

Number of Practice Tests: 1

Number of Published Practice Tests: 1

Original Price: $22.99

Quality Status: approved

Status: Live

What You Will Learn

You will learn how to calculate the derivative of Composite functions
Differentiation of Inverse Trigonometric functions
You will learn the difference between explicit and implicit functions
Use of suitable substitution in differentiating inverse trigonometric functions is illustrated
Bonus-You'll learn about L Hospital's rule and how to use it in evaluating certain limits

Who Should Attend

Students studying Differential Calculus

Target Audiences

Students studying Differential Calculus

Has Differential Calculus baffled you? Hi and Welcome to Differentiation Part 2. I am Suman Mathews.

I have a double Master’s in Mathematics and I’ve taught Maths for three decades at the high school and college level. Trust me. I know exactly what it takes to boost up your math scores. I have explained the basics of Differentiation in Part 1 of Differentiation.

If you like you can enrol for Part 1 of he course. it’s free! So, we start with going over the derivatives of Composite Functions.

You learn how to apply Chain Rulein a simple way. Moving on, you’ll learn about how to incorporate differentiation of Inverse Trigonometric functions. The trick here, is to substitute and make the function simple.

A number of problems have been incorporated here and solved for your understanding. You’ll learn what are Implicit Functionsand how to differentiate them. The trick here is to just differentiate both sided of the equation.

Implicit Differentiation is explained quite in detail here. There is also an Assignment and a small test on multiple choicequestions on what you’ve learnt so far. I hope this has served your purpose of learning Differentiation.

Bonus: Learn about L-Hospital’s rule in Indeterminate form of limits. This lesson shows you how we use Differentiation in evaluating special limits.

Get inspired and enrol for this course. Remember, a journey of a thousand miles begins with one step! Thank you!

Course Curriculum

Chapter 1: Introduction

Lecture 1: Introduction

Chapter 2: Differentiability -Part 5

Lecture 1: Chain Rule for differentiation

Chapter 3: Differentiability -Part 6

Lecture 1: Derivatives of Inverse Trigonometric functions

Chapter 4: Differentiability Part 7

Lecture 1: Implicit Functions and their derivatives

Chapter 5: Assignment

Lecture 1: Practice problems

Chapter 6: Multiple Choice Questions on Differentiation

Lecture 1: Test on what you've learnt

Chapter 7: Indeterminate form of limits

Lecture 1: Using Differentiation in Indeterminate form of limits

Chapter 8: How to find Derivatives of Composite functions

Lecture 1: Derivatives of Composite functions

Chapter 9: Objective based questions in Derivatives

Lecture 1: Question 1 -Find the Derivative

Lecture 2: Differentiate with respect to x

Lecture 3: Using the Chain Rule and Trigonometry in Differentiation

Chapter 10: Advanced Differentiation-Practice Test Part Two

Instructors

Suman Mathews
Suman Mathews -Mathematics Content Developer

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Frequently Asked Questions

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