Chapter 8 of NCERT, Application of Integrals, has been meticulously designed by several top maths specialists across the country. Every question set ensures easy-to-grasp and convenient solutions to help students ace their upcoming board examinations.
The topics covered in Application of integrals class 12 ncert solutions are outlined, explained and made understandable so as to boost the problem-solving skills of students and help them get familiar with the concepts clearly. NCERT Solutions class 12 plays a pivotal role in achieving good scores and boosting skills to solve several home assignments.
Forged by professionals, the topics discussed in the textbook emphasize on clear concepts and ideas to help students not only ace their board exams but also several competitive exams as well. Chapter 8, Application of Integrals, contains multiple exercises with miscellaneous questions that enhance the quality of the students’ answers. With an entire, step-by-step pedagogy, Application of Integrals forges easy solutions of each application, property, and relation between functions (or typically, variables).
Topics Covered in this Chapter (Content table)
The topics explained in the application of integrals class 12 ncert solutions are as follows,
1. Introduction
2. Area under simple curves
3. The area between two curves

Calculus, in mathematics, varies from one range to another, namely when it is considered as a function and is further either integrated or differentiated. **Application of Integrals**, in a nutshell, are commonly utilized in various forms of mathematics, engineering and science. To come up with major solutions related to these areas, we use integral formulae since they are both highly applicable and convenient. The beginning of the chapter will introduce students to the basics of the **Application of Integrals,** their properties, and the general relations held between them, whenever necessary. There are usually three kinds of integration processes that help determine the value of a function or a variable. They come in the form of substitution, partial fraction and integration by parts.

These formulae of **Application of Integrals **are typically confined to exploring the area under simple curves, areas usually bounded by a curve, and the area found either between a line or two curves. You will also be introduced to certain types of integrals, their specifications and more. Essentially, **Application of Integrals **helps determine the area of a region under varying conditions.