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The Hindi and English Medium NCERT Solutions for Class 12 Maths Chapter 5 Exercise 5.7 are prepared for CBSE 2024-25 exams. Class 12th Maths ex. 5.7 all questions are updated as per new NCERT book for session 2024-25.
12th Maths Exercise 5.7 Solutions in Hindi and English Medium
NCERT Solutions for Class 12 Maths Chapter 5 Exercise 5.7
Grade XII Mathematics Ex. 5.7 of Continuity and Differentiability free to download in Hindi Medium and also in English Medium for all the students using updated NCERT Books for new academic session 2024-25. Videos solutions for ex. 5.7 in Hindi and English are also given free to use. UP Board students are now using NCERT Books for their course and exams, so they also can take help in problems solving.
Download UP Board Solutions for class 12 Maths chapter 5 exercise 5.7 all questions in PDF format or videos format. NCERT Solutions are updated for new academic session based on latest CBSE Curriculum and NCERT books for new session. We frequently update our contents as per user’s suggestions and feedback. User’s satisfaction is our prime motive of work.
| Class: 12 | Mathematics |
| Chaper 5: | Exercise 5.7 |
| Chapter Name: | Continuity and Differentiability |
| Content: | NCERT Exercise Solutions |
| Content Mode: | Text and Online Videos |
| Medium: | English and Hindi Medium |
12th Maths Exercise 5.7 Solutions
NCERT Solutions for Class 12 Maths Chapter 5 Exercise 5.7 Continuity and Differentiability in PDF form to free download updated for new session based on NCERT Books 2024-25. This exercise is based on second order derivatives or we have to find d²y/dx² along with the expression in proving questions. Join the discussion forum to ask your doubts related to NIOS or CBSE board.
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About 12 Maths Exercise 5.7
Class 12 Maths Exercise 5.7 question 1 to 10 are based on simple derivatives in which we have to find first derivative and the directly find second derivative. Question number 11 to 17 are question based on proving conditions. Questions number 13 and 17 are important one as per examination point of view.
Prashnavali 5.7 Ke Prashn
Prashanaavalee 5.7 ke prashn 1 se 10 ka ham seedhe hee pratham koti ka avakalaj praapt kar ke dviteey koti ke lie punah avakalaj karate hain. prashn 11 se 17 tak ke prashnon mein dviteey koti ka avakalaj praapt karane ke baad ya to vyavasthit karane se hamaara dhyey siddh ho jaata hai ya phir baen paksh mein d²y/dx², dy/dx aur y ka maan rakh kar siddh kar sakate hain. donon hee tareeke seebeeesee mein poornatayah maany hain.
How can get the extra questions of exercise 5.7 class 12th Maths?
There are many extra books from where students can practice extra questions based on exercise 5.7 of class 12th Maths. Some of them are RD Sharma, NCERT Exemplar etc. students can also refer to sample papers and previous years board papers. Exemplar book contains many examples also which are much important for school tests or terminal exams.
Is exercise 5.7 of class 12th Maths important for the board exams?
Yes, exercise 5.7 of class 12th Maths is very important for the board exams. Every year questions come from this exercise in the board exams. 3 to 4 marks questions can come from this exercise in the board exams. The most important problems of this exercise are example 41 and questions 7, 10, 12, 13, 14, 16, 17.
How many days, students need to prepare exercise 5.7 (chapter 5) of class 12th mathematics?
Students need a maximum of 2-3 days to prepare exercise 5.7 (chapter 5) of class 12th mathematics if they give 2 hours per day to this exercise. This time depends on many things like student’s working speed, efficiency, capability etc.
Is exercise 5.7 of CBSE 12th Maths Difficult?
Exercise 5.7 of class 12th Maths is not easy and not hard. It lies in the mid of easy and hard because some examples and questions of this exercise are easy, and some are complex. However, the difficulty level of any problem varies from child to child. So, exercise 5.7 of class 12th Maths is tough or not depends on children also. Some children find it complex, some find it simple, and some find it in the middle of simple or difficult.
