Q. $x \to 1 lim$ ${l o g_{e} (e^{x (x - 1)} - e^{x (1 - x)}) - l o g_{e} (4 x (x - 1))}$ is equal to :

2272 222 JEE MainJEE Main 2020Limits and Derivatives Report Error

A

$- 2 l o g_{e} 2$

B

$1$

C

$1 - l o g_{e} 2$

D

$- l o g_{e} 2$

Solution:

Correct answer is (d) $- l o g_{e} 2$