/sci/ - Science & Math

[Anonymous No.2832400]

What's /sci/'s favourite equation?

[Anonymous No.2832402]

1 nigger + 3 niggers = niggers everywhere

[Anonymous No.2832409]

>>2832402
So edgy and dark.

[Anonymous No.2832414]

>>2832400
Nice dubs bro.

[Anonymous No.2832418]

x=x

[Anonymous No.2832419]

x+x=2x

[Anonymous No.2832421]

Ohm's Law, just cuz

[Anonymous No.2832427]

<span class="math"> 1 + 1 = 3 [/spoiler]

[Anonymous No.2832432]

inb4 euler's identity

[Anonymous No.2832438]

>>2832432

euler's identity

What now bitch?

[Anonymous No.2832448]

obviously Pythagoras the basis for so much shit

[Anonymous No.2832463]

It has to be <span class="math">F_9001 = F_9000 + F-8999[/spoiler].

[Anonymous No.2832540]

>>2832463

What does it MEAN

[Anonymous No.2832546]

.999999999...=1

Suck on that math.

[Anonymous No.2832557]

1+1=10

[Anonymous No.2832556]

pythagorean theorem is probably the most important equation ever

[Anonymous No.2832572]

>>2832556
8th grader detected

[Anonymous No.2832584]

This because good album.

[Anonymous No.2832591]

I'm a fan of the gamma function, <span class="math">\gamma (z)[/spoiler]

[Anonymous No.2832596]

I'm a fan of the gamma function, <span class="math">\Gamma (z)=(z-1)![/spoiler]

[Anonymous No.2832597]

sin^2(t) + cos^2 (t) = 1

Shit blew my mind yo.

[Anonymous No.2832598]

<span class="math">sqrt{a^2+b^2}=c^2[/spoiler]

[Anonymous No.2832604]

euler identity ftw

[Anonymous No.2832608]

a^n + b^n = c^n

Because no one can touch that shit.

[Anonymous No.2832609]

>>2832596
>doesn't know the difference between an equation and a function

[Anonymous No.2832618]

>>2832597
pythagorean theorem blows your mind?

[Anonymous No.2832628]

Ga, just to spite you all:

<div class="math">
V(t) = V_{in}(t) \exp\left({- \frac{R}{L} (t - t)}\right) \frac{dt}{dt} - 0 +
\int_{-\infty}^t{ \frac{\partial}{\partial t} \left[V_{in}(\tau) \exp\left({- \frac{R}{L} (t - \tau)}\right) \right] }
[\eqn]</div>

[Anonymous No.2832629]

OP=FAG

[Anonymous No.2832634]

I'll just leave this here...

<div class="math">
V(t) = V_{in}(t) \exp\left({- \frac{R}{L} (t - t)}\right) \frac{dt}{dt} - 0 +
\int_{-\infty}^t{ \frac{\partial}{\partial t} \left[V_{in}(\tau) \exp\left({- \frac{R}{L} (t - \tau)}\right) \right] }
</div>

[Anonymous No.2832644]

>>2832608
i did the proof for that when i was 11