Kurri ★
#PlayUNIST
MtF. and ily2Kurrious (lame joke I know but ily) MtF or FtM?
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MtF. and ily2Kurrious (lame joke I know but ily) MtF or FtM?
They're not?i don't like him. he said that gays are genetically superior in a video.
I know, to me it's just funny. I don't agree with him for the most part but **** it's amazing the reactions he gets from people.i've seen that milo guy before
i don't like him. he said that gays are genetically superior in a video.
like wtf dude
he's ****ing nuts
Aren't we all equal?They're not?
I think? I'm not really sure.I know, to me it's just funny. I don't agree with him for the most part but **** it's amazing the reactions he gets from people.
Aren't we all equal?
We will be once I get a nice job and buy premium.I think? I'm not really sure.
That's hot~ I love a working man. Especially a hard working latin manWe will be once I get a nice job and buy premium.
I agree wholeheartedly.it's 2016 look really really strong already
I'm going to college for my MRSThat's hot~ I love a working man. Especially a hard working latin man
Yeahnah dude series and expansions are so fun and come in very much so in handy later in physics
Is this relevant to equilibrium and rate of reaction in chemistry?Yeah
Wait til you find out how many second order approximations you're going to make
Waves and oscillations course is just drop every sine and cosine
Square root of one minus x squared? Eh, that's about one minus X squared if X is small enough so let's remove that
why is steven universe allowed to be so good
I was referring to the "order" of a term in a polynomial. Taylor/MacLaurin expansions of functions work as approximations of these functions using polynomials and derivatives with weighted relevance. The nth order term refers to the nth order derivative and the nth power term. So a quadratic equation is a second order polynomial, because the highest power term is to the 2nd power. Usually, the second term of a Taylor/MacLaurin expansion is a good enough approximation to the function for deviations close to the starting value.I just heard orders and I thought of reactions in chemistry.
Jesus I have 200 videos on this music playlist but I swear when I shuffle I still get the same 7 songs.
yeah, i learned calculus, as in "do this to make this happen" and they explained the proofs of those things (but i didn't care so i didn't pay much attention to that, tbh...), but anything with regards to application wasn't really explained. like, all i know is first derivation something something velocity, second order something something acceleration, and... that's it? i'm just banking on learning the applications of stuff as they occur, really...It makes me mad how school "explains" stuff but actually explains nothing.
Now I'm going to go write a speech about how to swing a golf club because I'm in bad classes because bad life decisions now.
no bleckposting on my watch
Derivatives are basically just finding the slope of an infinitesimal piece of a curve, so small it can be approximated as a straight line. And since the slope of a curve is its rate of change, when you derive the curve of position over time, you get the rate of change of position over time, which is your (instant) speed. When you derive the curve of speed over time, you get the rate of change of the speed over time, which is your (instant, though usually uniform in college/high school physics) acceleration. The rate of change of the rate of change of something is the second derivative.yeah, i learned calculus, as in "do this to make this happen" and they explained the proofs of those things (but i didn't care so i didn't pay much attention to that, tbh...), but anything with regards to application wasn't really explained. like, all i know is first derivation something something velocity, second order something something acceleration, and... that's it? i'm just banking on learning the applications of stuff as they occur, really...
no offense, but this is basically what it all devolved into as i read it... i got through calc III and just kinda set it all in the archives at that point : /Derivatives are basically just finding the slope of an infinitesimal piece of a curve, so small it can be approximated as a straight line. And since the slope of a stuff is its rate of stuff, when you derive the curve of stuff over time, you get the stuff of things of position over stuff, which is your (thing) speed. When you stuff the thing of maybe over time, you get the rate of sure of the thing over stuff, which is your (sure, ok why not in place stuff) whoooooo. The sure of thing of the sure of huh of something something something something something.
You can basically continue nerding like this as long as you like, and some blahblahblah like the whoopty or the blah and whatever come back to give you the original nerd, fancy prose possibly with a stuff blah by the things inside.
So long as you don't go into chemical engineering or chemical physics I don't think you'll need any of it.yeah, i'm hoping that's how it works out for me. i can't imagine needing THAT much calc for most chemistry related jobs.
I thought Geif was going to go down a notch without Green Hand. I was wrong.
Don't press buttons against Gief.
Seriously, don't.
Jokes aside, this was seriously awesome.
Smooth Criminal
2/10 Not strong enough.I was gonna make an edgy rant but you guys already seen most of my school posts. So have a bad picture I'm drawing instead.
My camera is bad so sad life. Also perspective is still the worst. I'll probably mess around with it more.
Well stick around, k? It will eventually happen lolThat's hot~ I love a working man. Especially a hard working latin man
Hey, go away, don't try to steal my thunder.I'm going to college for my MRS
#eargasmI wrote some videogame-style music.
Boss battle time
https://soundcloud.com/https%3A%2F%2Fsoundcloud.com%2Fnanoboss%2Fthe-song-you-lose-the-game-to