Get Hindi and English Medium Class 12 Maths Chapter 5 Exercise 5.6 NCERT Solutions updated for CBSE session 2023-24. All the questions of class 12 Maths ex. 5.6 are prepared as per new rationalised syllabus for 2023-24.
NCERT Solutions for Class 12 Maths Chapter 5 Exercise 5.6
Grade XII Mathematics ex. 5.6 Differential Calculus free to use online or Download. 12th Maths solutions are in Hindi Medium and English Medium for CBSE, Uttarakhand, Bihar, MP Board and UP Board students who are using updated NCERT Books for new academic year. UP Board intermediate students are now using NCERT book for their exams, so they also take help from these contents given in PDF.
Download UP Board Solutions for class 12 Maths Exercise 5.6 in PDF here without any registration. Videos related to CBSE Solutions are also given in Hindi and English Medium. All the questions are solved one by one in a separate video in Hindi and English, so that student can solve their doubts using particular video. Visit to discussion forum to ask your questions and give response to questions asked by other users.
|Chapter 5:||Exercise 5.6|
|Content:||NCERT Exercise Solutions|
|Content Type:||Online Videos and Text Format|
|Medium:||English and Hindi Medium|
12th Maths Exercise 5.6 Solutions
NCERT Solutions for Class 12 Maths Chapter 5 Exercise 5.6 in English and Hindi Medium are given below based on latest NCERT Books for 12th grade. In this exercise, we have to learn about differentiation of parametric equation (When two variables are expressed in the terms of third variable, the third variable is called parameter).
About 12 Maths Exercise 5.6
12 Maths Exercise 5.6 is based on parametric equation. Variables x and y are connected with the help of the third variable called parameter. In this exercise the symbols t and θ are used as parameters. In order to get the expression for dy/dx, we have to find dy/dt and dx/dt and then divide them to get dy/dx.
The questions asked in examination is mostly of second degree like d²y/dx² using parameter. In this case find the expression for dy/dx, and then find d²y/dx² keeping in mind the second derivative is with respect to x not t, so we must multiply with dt/dx (as per the chain rule). For example: d²y/dx² = [dy/dx]/[dx/dt]. [dt/dx].
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NCERT Solutions are now updated for new academic session based on new NCERT Books and following the latest CBSE Board Syllabus. If there is any error, please inform us, we will try to rectify very soon. You can raise your problem in discussion forum regarding to NIOS Board or CBSE.
How can students get full marks in exercise 5.6 of grade 12th Maths?
Exercise 5.6 of 12th standard Maths contains four examples (examples 34, 35, 36, 37) and 11 questions. All questions and examples of this exercise are important from an exam point of view. So, to get full marks in exercise 5.6 of grade 12th Maths, students should honestly practice all questions and examples of this exercise. These problems can come in two or more than two marks in the board exams.
Is exercise 5.6 chapter 5 of class 12th Maths easy to learn?
Yes, exercise 5.6 (chapter 5 continuity and differentiability) of class 12th Maths is short. There are only four examples (examples 34, 35, 36, 37) and 11 questions in exercise 5.6 of grade 12th Maths. Students need a maximum of 2 days to complete exercise 5.6 if they give 2 hours per day to this exercise. This time also depends on student’s speed, efficiency, capability, and many other things.
What can students find easily after completing exercise 5.6 of 12th standard Maths?
After completing exercise 5.6 of 12th standard Maths, students can easily find the derivatives of functions in parametric forms. A relation expressed between two variables x and y in the form x = f(t), y = g (t) is said to be a parametric form with t as a parameter.
Is exercise 5.6 of chapter 5 of class 12th Maths complicated?
No, exercise 5.6 of chapter 5 (continuity and differentiability) of class 12th Maths is not at all complicated. It is the straightforward exercise of chapter 5 (class 12th Maths). This exercise is the student’s favorite exercise. Students quickly solve all questions of this exercise without any difficulty because the questions of this exercise are nice and easy. Also, the solutions to the questions of exercise 5.6 are not very long.