How to Use Gamma Function To solve difficult Integration

In mathematics, the gamma function {represented by Γ, the capital letter gamma from the Greek alphabet} is one commonly used extension of the factorial function to complex numbers. The gamma function is defined for all complex numbers except the non-positive integers. For every positive integer n,
This video will teach you how to use Gamma function to evaluate difficult Integrals in calculus. You can use gamma function to solve questions on integration.

You can watch more videos on gamma and Beta Function using the links below;

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[AVITECHNOLOGIES]

Please Note:
At 06:54, ln(0) is negative infinity ♾️
Hence,
U = 1-(-infinity)
U = 1+infinity
U = infinity
Thanks 🙏

[clintonnwezeaku]

This guy is just awesome 💯 he's better than all my lecturers combined.

[jasmine_]

Very simple and straight to the point! Thank you and I hope you upload more tutorials.

[gabrielfoos]

I saw the thumbnail and tried doing it myself and managed to find the same solution! The gamma function is very practical !

[chrisjuravich]

Thank you, sir. You are such a wonderful teacher. So very patient and explanatory.

[ThisCanNotBTheFuture]

Great lesson. Crystal clear derivation.

[stupidgamerz]

Thank you for giving a great time for us .... Love from India 🇮🇳🇮🇳🇮🇳🇮🇳🇮🇳🇮🇳🇮🇳🇮🇳🇮🇳🇮🇳🇮🇳

[cesarstradiotto]

I agree with AVITECHNOLOGIES: 06:54 u=1 - (lim k->0 ln(k)) = 1 - (-infinity) = 1 + infinity = infinity. Also number the steps to help us identify them. Thanks for the class anyway. It was fantastic.

[Arctimich]

Congrats on the very clearly explained solve Sir, you answered every possible question i could have thank you very much

[ptitemoi]

Hello! Do you have a similar interval I could try to use the same method on, please?
The video was very well done, I feel enlightened now!

[ruthatufe]

Avitech, the rationalization you did...
We rationalize if and only if the square root is at the denominator, you did rationalization here meanwhile the square root originally was at the numerator, is that right?

[isaacbrown]

Wow I've been looking for tutorial like this.
Please can you make A tutorial on centroid, gyration?

[ntruesdale]

u=1+infinity, not (what you wrote) u=1-infinity. Tiny mistake, you still get full credit. Nice solution!

[marcosalex]

Up to this level, there are some steps uneed to explain not to take to long, such as log properties

[tundebabalola]

Is the limit not meant to be -infinity to zero. And 1- negative infinity is still negative infinity ♾️.

[ThenSaidHeUntoThem]

Who are the 7 dumb people who disliked this video? Why don't you tell us what you dislike rather than go about trying to pull others down? Rubbish! This is a good video, period!!!

[calebokoh]

26 min, 4 page solving very simple?
You are very funny😂😂