How REAL Men Integrate 1/x

How do real men solve an integral like 1/x? Obviously by using the geometric series on 1/x! :DDD Enjoy :vvvvvvvvvvvvvvvvvvvvvv #Shorts

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Postfach 11 15
06731 Bitterfeld-Wolfen
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[michaelg]

This "how real men do stuff" is becoming a series. Get it? He used a sum of geometric progression series

[joshuathomas]

Ahh yes, mathematicians asserting dominance.

[Fedonidecaaacca]

So this is why German science is the world's finest

[brandonklein]

When the freshman has a "revolutionary" new way of understanding integral of 1/x.

[fyu]

Send this to your crush. If she understands both the joke and a reference then she's the one

[kizyzo]

It's all fun and games untill we realise that *|x|>=1*

[VinoTriMulia]

You know, C in +C stands for Chad. Nobody deserves +C unless they are doing it this way.

[thimitha]

This is still faster than differentiating with first principles

[sythlikesfrogs]

I solved this integral by using the wolfram alpha theorem ;)

[zandromex]

Chad papa flammy: this
Beta Andrew: "integral of lnx is 1/x right?"

Just a joke no hating I love both of you keep doing what you do best and flammy don't forget to feed Andrew every once in a while

[bythetimeyoufinishedreadin]

German men 1940: our race will multiply and take over the world
German men 2020: *bass booted integration shitpost*

the outcome could not have been any better

[TC]

Calculate the "x" bass that's used in this video using *db units*

[jackinprogress]

I didn’t understand what happened there...I need to work on my integrating

[dozzco]

This is How I Felt Going from Calculus To Real Analysis:

[wilstonlynx]

Papa... What have you bring upon this cursed land?

[brucedienst]

Integral(1/x) = integral(x^-1) = (x^-1+1)/(-1+1)= x^0/0= 1/0 + C QED

[tessieract]

"We need to find the enemy stand user in this crowd of people!"

The Enemy stand user:

[emperorpingusmathchannel]

Stand User: Frammabr
Stando powa: 『SERIES EXPANSIOÑ』

[himanshu]

That thumbnail is pure alpha energy in itself

[juliusteo]

I know it's the not the point of the video, but it's assuming -1 < (1-x) < 1, right?