NCERT Solutions for Class 12 Maths Chapter 7 Exercise 7. 3 Integrals - PDF Download

eSaral Academic and Editorial Team
NCERT solutions for class 12 maths chapter 7 exercise 7.3 Integrals has a series of questions that requires knowledge of the integral as the inverse of differentiation in addition to using the method of trigonometric identities to determine the integration of functions. This exercise is not too difficult to solve questions as long as students have a solid grasp of the concepts. Class 12 maths chapter 7 exercise 7.3 NCERT solutions are developed by subject experts of eSaral with in-depth explanation of concepts for students to achieve good marks in exams.
There are a total of 24 questions in ex 7.3 class 12 maths chapter 7 based on the concept mentioned above. In NCERT solutions for ex 7.3 class 12 maths, using trigonometric identities, you can simplify trigonometric functions into forms that are simpler to integrate in order to determine the integration of functions involving trigonometric functions.
Ex 7.3 class 12 maths ch 7 solutions are available in PDF format. You can download the free PDF from eSaral website for practicing questions of exercise 7.3. The link to download the PDF is given below.
Topics Covered in Exercise 7.3 Class 12 Mathematics Questions
NCERT solutions for ex 7.3 class 12 maths covers the topic integration using trigonometric identities.
1. | Integration using trigonometric identities |
- Integration using trigonometric identities
Trigonometric identities can be used to solve some integrals involving trigonometric functions. They make it possible to write the integrand in a different way that might be more compatible with the integration.
Integration using trigonometric identities is explained with some examples in NCERT textbook.
Tips for Solving Exercise 7.3 Class 12 Chapter 7 Integrals
Our expert faculties of eSaral have provided some useful tips for solving ex 7.3 class 12 maths chapter 7 Integrals.
- Students will need to revise the trigonometric identities for NCERT solutions class 12 maths chapter 7 exercise 7.3. These are helpful in figuring out how to simplify the function to a form that is simple to integrate.
- You must use different methods to solve each question because each question has different properties to use.
- For better comprehension of questions, you must revise the concepts of ex 7.3 class 12 maths.
Importance of Solving Ex 7.3 Class 12 Maths Chapter 7 Integrals
There are a lot of benefits of solving ex 7.3 class 12 maths chapter 7.
- All the questions in ex 7.3 are explained using step by step solutions for deep understanding of concepts.
- NCERT solutions class 12 maths chapter 7 ex 7.3 is all about finding integration using trigonometric identities which has been described by the expert teachers of mathematics at eSaral.
- NCERT solutions PDF for ex 7.3 class 12 maths not only explains the concepts but also provides answers to all the questions of ex 7.3 that will help you for exams.
- By practicing questions in NCERT solutions for ex 7.3 will boost your confidence and develop problem solving skills.
Frequently Asked Questions
Question 1. What is integration of trigonometric function in exercise 7.3 class 12 maths chapter 7?
Answer 1. The process of calculating the integration or antiderivative of trigonometric functions is known as the integration of trigonometric functions. This is referred to as the reverse process of differentiation of trigonometric functions.
Question 2. Where can I download the free solution PDF of exercise 7.3 class 12 maths chapter 7?
Answer 2. You can download the PDF of NCERT solutions from the official website of eSaral. These solutions are available here in free PDFs that will help you prepare for board exams.

Team eSaral
eSaral Academic and Editorial Team
Team eSaral is the collective author profile for educational content created by eSaral’s teachers and academic contributors. The team draws on expertise from IIT graduates, doctors, experienced educators and subject specialists to develop resources for JEE, NEET and school students. Our articles aim to explain concepts clearly and help students study with confidence.
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