*The first line is the arithmetic-geometic inequality
How do you get to the stage where you can do this stuff?
1/2 = 2592/5184 > 2592/5329
He asked how you get there, not for your gloating
shitbag/10
OCD and Coffee works for me.
I don't know what are you smoking.
Everything looks fine.
Get out from this sub.
quality shitpost 9/10
[eqn]\Bigg[\frac{1}{25}\sum^{25}_{k=1}{\bigg(1-\frac{k}{365}\bigg)}\Bigg]^{25} \\ \Bigg[\frac{1}{25}\bigg(\sum^{25}_{k=1}{1}-\frac{1}{365}\sum^{25}_{k=1}{k}\bigg)\Bigg]^{25} \\ \Bigg[\frac{1}{25}\bigg(25-\frac{1}{365}\cdot \frac{25(25+1)}{2}\bigg)\Bigg]^{25}[/eqn]
and the rest is trivial.
could have just written a for loop.
that would have certainly been faster than all this shit
Aside from maybe some notation, this is easily within the reach of as HS Graduate
lmao at the brainlets ITT
This was the first thing I did when I came out of the womb, I wrote this same equation with the afterbirth
lol give up now