Important Limit For JEE Mains & JEE Advanced
Today we will be solving a very interesting Limit Question.
This Limit question has a high probability of coming in your exams like JEE Mains and JEE Advanced.
We have to find the value of 'n' in the given question.
lim(x tending to 0)(1/x)ln((e^x+e^2x+e^3x+...........+e^nx)/n)=9
This question is based on the 1^∞ form, and this is very important from the examination point of view.
Try to solve this question before watching this video, if you can solve it that means you have a good understanding of 1^∞
Let's see how Aman sir attempts this question and gets the value of 'n'.
For more such interesting Maths-related videos stay tuned to @BHANNATMATHS
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