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PROFICIENT IN INTEGRAL CALCULUS?

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Thread replies: 14
Thread images: 1

File: k.jpg (35KB, 476x727px) Image search: [Google]
k.jpg
35KB, 476x727px
Then check this proof out!

useful in statistical mechanics and quantum chemistry
>>
>Hopetal
What's wrong with you? Is Hôpital.
>>
>>8277557
Stop trying to hurt my feelings. Joke's on you because it's not going to work!
>>
>>8277545
Are you an undergrad?
>>
>>8277567
I think it's pretty obvious he's an undergrad
>>
>>8277673
That's what I was trying to imply. Communications skills!
>>
Nice post OP. Don't let these other spergs bring you down, the fact that the gamma function gives a meaningful way to extend the notion of factorial to negative numbers and positive deals is important.
>>
if you add 1 to an argument in a function, can u just pass it through an integral?
>>
>>8278061
Lol
>>
>>8277545
>G(x + 1) = xG(x)
>G(1) = 1, not 0
I think you forgot to mention something, OP.
>>
>>8277718
Yes man I was just agreeing with you
>>
>>8277545
>mfw Gamma is meromoprhic with poles on the negative integers
>mfw I have no face
>>
>>8278268
but G(1) is 1
>>
>>8277562
Ok, lel.
Thread posts: 14
Thread images: 1


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