general

Ignore me. Just finishing up this essay about nuclear weapons

just solving for the mass losed to solve for the energy produced

Don't mind me, just calculating the airspeed tragetory of a plan, if it hypothetically was to travel straight towards the ground, specifically with the whitehouse below it

i don't think any of those involve differential equations

Dont care

not edgy enough

I was just giving a more realistic example

more realistic than reality

of what scientific terrorism looks like

this was mathematical terrorism

I know

thats what makes it worse

I did mention a physics equation tho

technicaly math

To be fair, physics is just an applicable form of math

math is applied philosophy

not the ap physics exam

that shit is mostly concepts

Physics is mosty*

not acctuly a lot of math

its really a mixure of the two

"physics is mosty." @Phijkchu_Pikachu 2016

Kappa

Anyways, fuck you people, I have a physics assignment you are distracting me from Kappa

does it involve multiplying mass by the speed of light squared?

don't do it on a plane

No, it involved researching a bunch of applications of magnetic, gravitational, and electric fields

like hoverboards?

gravity kills a lot of people every year

its dangerous

So does water

you shouldent do dangerous things on planes

dihydrogen monoxide is now banned on planes

so you have to buy your dangerous chemicals from them instead

$$$$$$$$$$$$$$

the laws of science are now banned on planes for being dangerous

Kappa

no fun allowed

you can only solve for x on planes

thats algebra and calculus

in differential equations you solve for y

solving for y is statistics Kappa

so what are differential equations and why do they use y anyway?

its when there are multiple levels of differentials in one equation

do I learn this in calc?

calc 4

so not ap calc

deffinitely not

well I guess he was a coleg professor

solve for y

derivitives...

I dont understand them

differentials

are the dy/dt not derivatives?

yeah

nvm

y = -d²y/dt² - dy/dt + x

do I win?

differentials are dt, dy, dx...

and no

hold on

I think I could do something here...

y(x) = c1 e^(-x/2) sin((sqrt(3) x)/2)+c2 e^(-x/2) cos((sqrt(3) x)/2)+x-1

i used the internet because I can't be bothered to look up how to solve these

this is as far as I got: y = d (-dy -y +xt^2)

thats not valid in any way

I probably broke some rule somewhere

and there was no t in the original

nvm

whoops

d²y/dt² + dy/dt + y = x

y''+y'+y=x

thats better

solve for y?

its the same thing