Class 12 Mathematics Derivative and its Application Notes and Important Questions
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Notes for Class 12 Derivative and its Application (Mathematics) are shown above.
Practice
Important Questions
In the figure, f(x) is a function defined in [a, b].
Name the theorem applicable to the figure.
Write the necessary conditions of the theorem.
What does f′(c) represent?
Write the equation of tangent at C(x₁, y₁).
Write the equation of normal at C(x₁, y₁).
Which one is the derivative of ?
Which one of the following is the slope of normal to the curve at ?
−7
What is the value of ?
Which one of the following is the derivative of ?
What is the derivative of with respect to ?
a)
2cosh(x/4)
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Exam
Past Question Analysis
Historical exam-pattern data from past NEB question papers — not a prediction of future questions.
22
Question Items
27
Total Marks
4
Papers Appeared In
| Year | Question Items | Marks |
|---|---|---|
| 2083 | 6 | 9 |
| 2082 | 6 | 8 |
| 2081 | 6 | n/a |
| 2080 | 4 | 10 |
n/a: marks were not recorded for that paper, so they are left out of the total.
This page covers Derivative and its Application, chapter 11 of 17 in the Class 12 Mathematics syllabus set by the National Examination Board (NEB). 8 important questions for this chapter are available, each with a model answer.
Read through the notes above, then try each important question for this chapter before checking its solution — comparing your working against past NEB and model questions is one of the most efficient ways to revise.