JEE Advanced 2010 Mathematics question
Let f be a real-valued function defined on the interval such that , for all , and let be the inverse function of f. Then is equal to
Answer: (B)
Solution
Put : , so . Differentiate the given relation using the Leibniz rule: . At : .
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