# RD Sharma Solutions for Class 11 Maths Chapter 29: Limits

This chapter focuses on issues involving thresholds and how they are calculated. The topic of this chapter is limits and how they are calculated. Experts have broken down topics step by step for students who find math to be a tough subject, making learning Math entertaining and allowing them to grasp concepts quickly. Before the exercise-by-exercise problems, pupils are needed to understand the topic to understand the questions fully.

Assume that y = f(x) is an x-dependent function. If f(x) takes on an indeterminate form when x = a, we look at the function's values that are extremely near to a. If these values tend to a definite unique integer in the same manner as x does, the result is known as the limit of f(x) at x = a and is represented as .

This is the very first chapter that the students handle in the mathematical section of calculus. Calculus is a mathematical tool that provides the students with the necessary concepts used in high-level calculations. The overview of the topics discussed in this chapter is mentioned below: Definition of Limits, the difference between a function's value and its limit at a given point, assessment of left-hand limits and right-hand limits, the mathematical rules for limits and the indeterminate forms of Limits. The chapter further teaches the Limits of algebraic expressions, methods for limit evaluation where direct substitution, factorisation, and type of rationalisation are used. Finally, the chapter also teaches the students about the methods to handle the indeterminate forms of limits.

Experts have broken down topics in a very simple manner that would help students who find maths challenging, thus making them learn using the easiest way and enabling them to grasp concepts quickly. The experts at Aakash Institute have also solved the questions and provided corresponding explanations to the same. They primarily contain interactive answers and definitions to assist students in understanding the topics and doing well in the exams.