Clan Infinity: Spike's Bizzare Adventure

THIS! IS! CLAN INFINITY!

 

You know what? I drew that for a school proyect

 

i just want
you all to know
i like tacos.

 

luna. stop it. youre too damn sexy and cute for this thread. youre gonna kill the servers again. gdi luna.

 

I've never had tacos before
feelsbadman

 

The plot grows ever thicker.

 

I played osu! today with friends.
First time in 2 or 3 years.
It was fun.
Ah, it's so good to have some free time after doing a lot of assignments. We can play 3-4* maps, btw.

 

So... today was a... weird day.
Not bad, just... the things that happened... I can't still believe some of them

 

But, what is hotdog? Or is it supposed to be x here.

On second thought, nevermind.

 

Well, there's this d-hotdog thing you use while integrating, so sin(hotdog) shouldn't be this hard.
It's -cos(hotdog), theoretically.
I don't want to solve it all, though.

Also, forced puns.

 

It ends up being being the integral of hamburger*cos(hotdog) from 0 to infinity.

Since sin and cos are bounded between 1 and negative 1 every 2pi the area under their curves is essentially 0'd out. I think.
Normally you wouldn't leave the infinity in the integral anyways. My teacher made a huge fuss about renaming it b and taking the limit as b goes to infinity.

 

I had a friend that told me that loves metroid games, and when I told him Samus was a girl, he didn't believe me.
I don't know what kind of metroid games he played then.

 

Ehh, let's see...



What makes it a bit easier is that constants can be kicked out from integrating.

Sin and cos sure bounces from -1 to 1 during one full "spin", yes.
But it's also divided by hotdog at the same time, which makes things complicated.
Wolfram Alpha said that it equals pi/2. I won't try to prove it, it looks like the magic of reassembling the Heaviside function (immediate jump from 0 to 1 at t=0) using harmonics, as seen below:


edit: I'm counting integrals in my free time. Who knew this would happen...

 

Well, it's not true after all.
Metroid's a GRILL. :^) :^)

 

I think I forgot about the hotdog underneath.
I never did too well with integrals anyway, sadly I have to repeat calc 2. Lot of engineering students tell me its the hardest non-physics class the school teaches but that doesn't make me feel that much better about it.
Furthermore, I'm pretty sure I had a test question like that, but with csc^2.
I never really thought I would be looking into integration either.