NCERT Solutions for Class 12 Maths Chapter 7 (Ex 7.10)
FAQs on NCERT Solutions for Class 12 Maths Chapter 7: Integrals - Exercise 7.10
1. What is the meaning of NCERT solutions for class 12 maths chapter 7 integrals (Ex 7.10) Exercise 7.10?
NCERT solutions for class 12 maths chapter 7 integrals (Ex 7.10) Exercise 7.10 answers all the questions of exercise 7.10 of the NCERT textbook. These NCERT solutions are taken from the topic “ Evaluation of definite integral by substitution”. These solutions consist of questions in which integrals have been evaluated by using substitution. When there are some difficulties in solving these questions of NCERT EX 7.10, we need these solutions. It contains explanations of each concept of solutions.
2. What is the purpose of the substitution rule?
Using substitution to evaluate a definite integral, requires a change to the limit of integration. In the substitution rule, we require a change to the limit of integration. In the substitution rule, we change variables in the integrand, which results in a change of limits of integration. Substitution may be only one of the techniques needed to evaluate a definite integral. All of the properties and rules of integration apply independently
3. Where can I download the NCERT solutions for class 12 maths chapter 7 integrals (Ex 7.10) Exercise 7.10?
I can download the NCERT solutions for class 12 maths chapter 7 integral Exercise- 7.10 from vedantu.com. These solutions can be understood easily by the right notes. Solutions of Vedantu class 12 maths chapter 7 integral (Ex-7.10) are more successful in producing the desired result. Higher grades can be found in exams by Vedantu’s class 12 maths chapter 7.10. Students will be able to get a concept of topics by solving these questions.
4. What is meant by definite integration using substitution?
Integration using substitution is to evaluate integrals and antiderivatives, In this method First we find the assumed variables u and du. Whatever select u to be, du has to be du/dx. Then replace given variables say x and dx by assumed variables u and du. Now know the upper limit and lower limit from the x values to the corresponding u values. Then find the values at the lower and upper limit. The difference of which is the final answer.
5. How many questions are there in NCERT solutions for class 12 maths chapter 7 integral Exercise 7.9?
There are 22 questions in Exercise 7.9 of class 12 mathsIntegral. To evaluate these questions by substitution, the steps could be as follows:
Assuming integral without limits, substitute, y = f(x) or x = g(y)
Integrate the new reduced integrand with respect to new variables without mentioning the constant of integration.
Find the values of the answer obtained in step (2), accordingly change the limits of the integral and difference of the value at the upper and lower limit.