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Get answers to all NCERT exercises, examples and miscellaneous questions of Chapter 13 Class 11 Limits and Derivatives free at teachoo. All solutions are prepared step-by-step wise, with concepts, formulas and detailed explanation of each and every question.

This chapter is the introduction to **Calculus**.

Calculus includes Limits, Continuity, Derivatives, Applications of Derivatives (like slope and rate of change), Integration, Application of Integration (like finding area) and Differential Equations. We will study about Limits, and Derivatives in this chapter. Rest of the topics are included in Class 12.

In this chapter, we will learn

**What limit is**- Finding limits by
**putting values** - Finding limits of questions with
**0/0 form** - Finding limits using
**x**^{n}- a^{n}formula - Finding limits using
**Trigonometric Formula**(sin x/x and 1-cos x) - Checking if limit exists, using
**Right Hand Limit and Left Hand Limit** **What a derivative is**- Finding derivatives
**at a point**using first principle - Finding derivatives at the whole domain using f
**irst principle** **Product rule**of derivatives (uv)' = u'v + v'u**Quotient rule**of derivatives (u/v)' = (u'v - v'u)/v^{2}- Finding derivatives
**using formulas**

Check out the solutions of the exercises below. or click on a topic to learn the concepts and the questions.

What's in it?

Get answers to all NCERT exercises, examples and miscellaneous questions of Chapter 13 Class 11 Limits and Derivatives free at teachoo. All solutions are prepared step-by-step wise, with concepts, formulas and detailed explanation of each and every question.

This chapter is the introduction to **Calculus**.

Calculus includes Limits, Continuity, Derivatives, Applications of Derivatives (like slope and rate of change), Integration, Application of Integration (like finding area) and Differential Equations. We will study about Limits, and Derivatives in this chapter. Rest of the topics are included in Class 12.

In this chapter, we will learn

**What limit is**- Finding limits by
**putting values** - Finding limits of questions with
**0/0 form** - Finding limits using
**x**^{n}- a^{n}formula - Finding limits using
**Trigonometric Formula**(sin x/x and 1-cos x) - Checking if limit exists, using
**Right Hand Limit and Left Hand Limit** **What a derivative is**- Finding derivatives
**at a point**using first principle - Finding derivatives at the whole domain using f
**irst principle** **Product rule**of derivatives (uv)' = u'v + v'u**Quotient rule**of derivatives (u/v)' = (u'v - v'u)/v^{2}- Finding derivatives
**using formulas**

Check out the solutions of the exercises below. or click on a topic to learn the concepts and the questions.