The Class 12 Maths NCERT Solutions, chapter 5, exercise 5.2 are the key to the success of the students. The ex 5.2 class 12 maths NCERT solutions guide the students in the learning and the revision procedure. These solutions act as a guide for the students throughout their study course. The student of class 12 can get in-depth knowledge of the chapter by referring to the class 12 maths exercise 5.2 solutions. The NCERT Maths Solution Class 12 Chapter 5 Exercise 5.2 is designed as per the latest CBSE syllabus of Exercise 5.2 class 12 maths. The solutions are designed keeping in mind all the topics that are given in exercise 5.2, class 12 maths. These solutions explain the different concepts of Continuity of a function and differentiability. The exercise 5.2 class 12 maths NCERT solutions are prepared by the best teachers, who have years of experience. Thus, it guarantees the success of the students.Â
The CBSE Class 12 maths exercise 5.2 solutions PDF provides the most trustable and reliable information for the students. The NCERT Solutions of Class 12 maths chapter 5 exercise 5.2 comes with an answer to each and every question given in the class 12 maths chapter 5 exercise 5.2. These solutions guide the students through the learning procedure and help them secure better grades. The solutions tend to decrease the fear of examination from the minds of the students.Â
The ex 5.2 class 12 maths NCERT Solutions PDF is easy to understand and is written and crafted in simple language for the quick understanding of the students. Exercise 5.2 class 12 maths NCERT solutions explain all the things about limits and continuity. The Solutions explain every detail of the Class 12 maths ex 5.2. The class 12 maths exercise 5.2 explains what continuity and differentiability are. The solutions come with all the solved questions and answers which provide the students with an overview of the chapter.
The Class 12 Maths Chapter 5.2, explains various concepts of continuity. The Class 12th maths chapter 5 exercise 5.2 teaches the students how to find continuity of a function. These solutions teach various methods to find whether a function is continuous or not. Exercise 5.2 class 12th maths is mostly based on the different rules for addition and subtraction of continuity and differentiability. The exercise explains the various concepts of functions that are continuous and are without any breaks. The class 12 maths ch 5 ex 5.2 explains that continuity is a unique feature of a function that represents the continuity of a function in a graphical form. The graph represents a continuous wave that shows the continuity of the function. The exercise also explains the binary operations that are involved in the continuity of function.Â
The maths class 12 ex 5.2 explains in details the conditions that can be used to prove the continuity of a function, and these conditions are as follows:
A function f(x) can be proved to be continuous if the following three conditions are verified.
If the value of f(a) is finite.
Limxâ†’a f(x) is available.
Limxâ†’a f(x) = f(a).
As we can see that the Class 12 maths chapter 5 exercise 5.2 explains all the details about different concepts of continuity. So referring to these solutions can prove to be helpful to the students.
In this segment of Continuity and differentiability, students can increase their conceptual knowledge about continuity. The students can get an overview of the chapter and can understand the various formulas used to find the continuity of a function. The maths class 12 chapter 5 exercise 5.2 has 10 questions which are mostly short types. The questions are based on differentiating various functions. The questions of class 12 maths ex 5.2 can carry 2-5 marks of weightage in the CBSE Board examination.
The Benefits of CBSE Class 12 Maths exercise 5.2 solutions are multifold. These solutions are beneficial to the students as they provide the solution to different sums given in the exercise. Here we have mentioned the Benefits of these solutions:
These Solutions help the students to understand the concepts of continuity and differentiation.
The solutions will guide the student throughout the learning procedure and help them secure better grades.
The solutions guarantee error-free and quality content as the solutions are designed by experts in Vedantu.
The most important part is that these solutions are available for free on the Vedantu site.
1. What is Continuity, and what are the criteria to prove the continuity of a function?
Continuity is a unique feature or characteristic of a function under which the function is represented in a graphical manner. The graph of continuity always shows a continuous wave which indicates that a function is continuous. Continuity can be found in many aspects of nature and our surroundings.
The three criteria that prove a function to be continuous are:
If the value of f(a) is finite.
Lim xâ†’a is available.
Lim xâ†’a f(x) = f(a).
2. How are the NCERT Solutions of Class 12 Maths Chapter 5 exercise 5.2 Helpful?
The solutions of class 12 maths chapter 5 are very much helpful to the students. They guide the students and lead them to the path of success. These solutions are structured in simple language for the betterment of the students. The solutions are prepared by our experts and guarantee error-free solutions.
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