NDA 2026 Mathematics question
Let be a differentiable function such that for all . Which of the following statements is/are correct? I. If , then the derivative of with respect to is equal to . II. If , then the derivative of with respect to is equal to 0. (Here is a continuous function) Select the answer using the code given below.
Answer: (C)
Solution
From : and , which is the same for every . Statement I: if , then
See the full step-by-step solution
Create a free account to read the complete working, and practise questions like this in a timed test.
Create a free account