Limit at infinity of exponential function

In this video, I showed how to compute the imit of an exponential function as x approaches infiniy

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[junchen]

I feel like I'm watching Bobb Rosss but it's the math edition.

[jeffjones]

I love your calm, methodical, and understandable approach to teaching math skills! Thank you for the time and effort you put into these videos. these are great resources for students.

[dougaugustine]

It's enjoyable to watch somebody take so much pleasure in doing and teaching math. It makes it so much more interesting!

[cherryisripe]

I’m always pleasantly impressed by the love you have to teach mathematical skills, by your large scale knowledge field, by your calm and your pedagogy. By the way, I’ve always studied mathematics in French but I must recognise that I understand every subtility of your langage because your prononciation is agreeable and clear. Thanks so much for the effort you do to make mathematics so abordable and so easy.

[ayssinaattori]

Just found your channel, been loving the videos

[QuantumCAT⁰]

I found your video randomly and found it that your teaching way is unique and started to watch regularly ❤

[Charky]

sir you explain it very simply, thank you

[ericabaez]

Gosh, this video is so refreshing. I love it.

[OnaMatsaseng]

This is so well explained! Thank you so much 😇

[mitchelllevine]

The world’s most lovable math teacher! The anti-Nash.

[mouraodomangua]

Hello from Brazil, like ur channel very much I’m civil Engineering student 🤝

[arungosavi]

If this is a problem to be solved in an exam
We will need you to print me at each step.
Great solution with logical explanation.
Love to learn more with you❤

[henry_dschu]

Nice, like the way you do the maths, and your enthusiasm ❤🎉😊

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[QuantumCAT⁰]

We will never stop learning
You never stop teaching ❤

[MichaelAdjei-upce]

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[rcborges]

I was thinking of a more simplistic approach. As x goes to infinity the term 1/x^3 goes to zero and then the limit could be reduced to lnx^3/x, which translates to 3*lnx/x. As the lnx functions grows slower than any polynomial function the limit goes to zero and therefore the overall limit is 1. Is this way of thinking applicable?

[shreyasjoshi]

Is academic crush a thing? Cuz i think i have one of this guy

[cherryisripe]

Instead of using L’H rule, we could factor out x^3 inside (x^3+1 /x^3 and then use logarithm and the limite of lnx/x which is 0 when x approaches to the Infinity . So we get the same result.

[pianoplayerable]

Can't believe that I solved that completely on my own and did everything right!