# RD Sharma Solutions for Class 11 Maths Chapter 29 Limits

## RD Sharma Solutions Class 11 Maths Chapter 29 â€“ Download Free PDF Updated for (2021-22)

RD Sharma Solutions for Class 11 Maths Chapter 29 – LimitsÂ is given here for students to study and secure good marks in the board examination. This chapter mainly deals with problems based on limits and how it is derived. For students who find Maths to be a difficult subject, experts have explained the topics step by step to make learning Class 11 Maths fun and to help them understand the concepts easily.

Solved examples are available before the exercise wise problems for students to practice the problems. The RD Sharma Solutions pdf mainly contain answers with explanations in an interactive manner to help students perform well in the board exam. To get a clear idea about the method of solving problems, students can use RD Sharma Class 11 Maths Solutions pdf, from the links given below.

Chapter 29 – Limits contains eleven exercises and the RD Sharma Solutions present in this page provide solutions to the questions present in each exercise. Now, let us have a look at the concepts discussed in this chapter.

• Informal approach to limit.
• Evaluation of left hand and right hand limits.
• Difference between the value of a function at a point and the limit at that point.
• The algebra of limits.
• Indeterminate forms and evaluation of limits.
• Evaluation of algebraic limits.
• Direct substitution method.
• Factorization method.
• Rationalisation method.
• Evaluation of algebraic limits by using some standard limits.
• Method of evaluation of algebraic limits at infinity.
• Evaluation of trigonometric limits.
• Evaluation of trigonometric limits when the variable tends to zero.
• Evaluation of trigonometric limits when variables tend to a non-zero quantity.
• Evaluation of trigonometric limits by factorisation.
• Evaluation of exponential and logarithmic limits.

## Download the pdf of RD Sharma Solutions for Class 11 Maths Chapter 29 – Limits

### Access RD Sharma Solutions for Class 11 Maths Chapter 29 â€“ Limits

#### EXERCISE 29.1 PAGE NO: 29.11

1. Show that Â does not exist.

Solution:

Solution:

So, let x = 2 â€“ h, where h = 0

Substituting the value of x, we get

#### EXERCISE 29.2 PAGE NO: 29.18

Evaluate the following limits:

#### EXERCISE 29.3 PAGE NO: 29.23

Evaluate the following limits:

âˆ´ The value of the given limit is Â½.

By substituting the value of x, we get

#### EXERCISE 29.4 PAGE NO: 29.28

Evaluate the following limits:

âˆ´ The value of the given limit is Â½.

We need to find the limit of the given equation when x => 0

Now let us substitute the value of x as 0, we get an indeterminate form of 0/0.

Let us rationalizing the given equation, we get

âˆ´ The value of the given limit is Â½.

#### EXERCISE 29.5 PAGE NO: 29.33

Evaluate the following limits:

#### EXERCISE 29.6 PAGE NO: 29.38

Evaluate the following limits:

= 3 / 2

#### EXERCISE 29.7 PAGE NO: 29.49

Evaluate the following limits:

So,

#### EXERCISE 29.8 PAGE NO: 29.62

Evaluate the following limits:

#### EXERCISE 29.9 PAGE NO: 29.65

Evaluate the following limits:

#### EXERCISE 29.10 PAGE NO: 29.71

Evaluate the following limits:

#### EXERCISE 29.11 PAGE NO: 29.71

Evaluate the following limits:

So here,

f (x) = cos x + sin x – 1

g (x) = x

Then,

### Also, access exercises of RD Sharma Solutions for Class 11 Maths Chapter 29 – Limits

Exercise 29.1 Solutions

Exercise 29.2 Solutions

Exercise 29.3 Solutions

Exercise 29.4 Solutions

Exercise 29.5 Solutions

Exercise 29.6 Solutions

Exercise 29.7 Solutions

Exercise 29.8 Solutions

Exercise 29.9 Solutions

Exercise 29.10 Solutions

Exercise 29.11 Solutions

## Frequently Asked Questions on RD Sharma Solutions for Class 11 Maths Chapter 29

### Is sufficient information covered in the RD Sharma Solutions for Class 11 Maths Chapter 29?

Yes, the RD Sharma Solutions are well researched and presented by the academic experts, which makes it more informative and accurate from the exam point of view. This increases the chances of performing well in the board exam with a good score. By regular practice, students will be able to analyse how to present quality answers as per the marks weightage of the CBSE board.

### Where can I find the accurate answers for RD Sharma Solutions for Class 11 Maths Chapter 29?

Students can find the accurate RD Sharma Solutions for Class 11 Maths Chapter 29 from BYJUâ€™S website. The expert tutors have created the solutions in an interactive manner to help students perform well in the board exam. The solutions cover all the questions from the textbook which assist students to complete their assignments on time. Students who are not able to understand the chapter during class hours can refer to these solutions to get an overview. The solutions created are 100% accurate, as per the latest syllabus of the CBSE board.

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The RD Sharma Solutions provided at BYJUâ€™S website are crafted by highly experienced faculty to help students score well in the board exam. The solutions are well structured in a systematic manner providing students with a clear overview about the important questions. Short tricks and ideas are highlighted in the solutions which help students to answer the questions and save more time in the board exam. The exercise-wise solutions are available in PDF format with a free download option which can be accessed by the students irrespective of time.