Class 11 Maths Limits and Derivatives Solutions Video | Complete NCERT Guide

Class 11 Maths Limits and Derivatives Solutions Video [Part 1 & 2]

Struggling with Class 11 Maths Chapter 13 – Limits and Derivatives? Don’t worry! In this post, we’ve embedded both parts of the complete video solution for Limits and Derivatives, as per the latest CBSE Class 11 Maths Syllabus 2025-26. These solutions are explained in simple language by Gourav Bhaiya to help you understand the core concepts of Limits and Derivatives step-by-step.

Table of Contents

• Limits and Derivatives Video Solution Part 1
• Limits and Derivatives Video Solution Part 2
• Chapter Summary
• Important Formulas from Limits and Derivatives
• FAQs

Limits and Derivatives Video Solution Part 1

This video covers the basics of Limits, introduction to Derivatives, and simple NCERT examples. Watch carefully to understand the foundation of calculus.

Limits and Derivatives Video Solution Part 2

In Part 2, Gourav Bhaiya explains higher-order problems, NCERT back questions, and additional tricky examples.

Chapter Summary: Limits and Derivatives

Limits and Derivatives is the stepping stone to Calculus. The chapter introduces:

• Concept of Limit and how to approach it graphically and algebraically.
• Standard limits and their usage.
• Introduction to Derivatives as rate of change.
• Derivatives from the first principle.

Important Formulas from Limits and Derivatives

• lim_x→a f(x) = L
• lim (sin x)/x = 1 as x → 0
• lim (1 - cos x)/x² = 0.5 as x → 0
• d/dx(xⁿ) = n·xⁿ⁻¹
• d/dx(sin x) = cos x, d/dx(cos x) = -sin x

Related Helpful Links

• Class 11 NCERT Maths Solutions All Chapters
• Class 10 Maths Formulas Chapterwise
• NCERT vs RD Sharma vs RS Aggarwal Comparison
• Best Reference Books for Class 10 Maths

FAQs on Limits and Derivatives Class 11

What are limits in Class 11 Maths?

Limits describe the value that a function approaches as the input approaches some value. It is essential for understanding calculus concepts.

How to find the derivative from first principles?

Using the formula: f’(x) = lim_h→0 [f(x+h) - f(x)] / h. This is derived by finding the rate of change in function value over an interval.

Are derivatives and limits part of Class 12 as well?

Yes, Class 12 continues into Differentiation and Integration, but understanding Class 11 concepts is crucial for scoring in boards and JEE.

Is this chapter important for JEE or NEET?

Absolutely. Limits and Derivatives form the base of Calculus, which is highly important in competitive exams like JEE and NEET.

Tip: For more chapters, solutions, and video explanations, explore our full series of Class 11 Maths NCERT Solutions.