Class 11 Maths Chapter 13: Ex 13.2 Q 4 (ii) | Derivative by First Principle | Limits and Derivatives

Class 11 Maths Chapter 13 Ex 13.2 Q 4 (ii) | Derivative by First Principle | Limits and Derivatives

class 11 maths chapter 13 exercise 13.2 question 4
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class 11 maths chapter 13 exercise 13.2 question 4 class 11 maths chapter 13 exercise 13.2 question 4
In this video, we solve Question 4 (part ii) of Exercise 13.2 from Class 11 Maths (NCERT). We find the derivative of the function f(x)=(x−1)(x−2) using the First Principle of Derivatives.
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Understanding the First Principle formula.
Step-by-step simplification of (x−1)(x−2).
How to handle limits as h approaches 0.

This is a crucial topic for Chapter 13 (Limits and Derivatives) and is frequently asked in school exams!

0:00 - Introduction
0:45 - Function Simplification
1:30 - Applying First Principle Formula
3:00 - Final Answer & Conclusion

Class 11 Maths, Ex 13.2 Q4 ii, First Principle of Derivative, Limits and Derivatives Class 11, NCERT Solutions Class 11 Maths, Derivative of (x-1)(x-2), Maths Chapter 13 Class 11, Calculus for beginners, how to find derivative by first principle