JEE Main 2013MathematicsDifferentiationHardMCQ

JEE Main 2013Differentiation Question with Solution

JEE Main 2013 (22 Apr Online)

Question

For , let and , Then, equals :

Choose an option

Show full solutionCorrect option: D
Correct answer
D

Step-by-step explanation

Now, let (from(1) Hence,

Practice this on the real CBT interface

Solve this JEE Main question (and the rest of the Differentiation chapter) on PrepSharp's TCS iON-style CBT player — with timer, bookmarks and session analytics.

Solve interactively →

About this question

This is a previous-year question from JEE Main 2013, covering the Differentiation chapter of Mathematics. PrepSharp catalogues every PYQ from JEE Main with a verified answer key and step-by-step solution prepared by IIT alumni — so you can search by chapter, topic or year and revise efficiently.