[Locked] FAKKU Cafe'
0
Old - Jenkins wrote...
Rovencrone wrote...
I have come to a compromise.Ohh .. Robot .... where it comes from ?
It's one of the GM mobile suits, one of the foot soldiers you could say. It feels nice seeing myself as a servant to Miku like that :P
0
Rovencrone wrote...
It's one of the GM mobile suits, one of the foot soldiers you could say. It feels nice seeing myself as a servant to Miku like that :P
Robot + Miku .... you got 100/10 for that
0
Fallan
Kamen Rider Cheeki
mibuchiha wrote...
Fallan wrote...
@mibun - just checked, I think I get it, basically its a function with one variable?for ode, yes, almost all of them are usually one variable functions. but of course we also have partial differential equation, which deals with many variables, but let's not get into that for now.
try. 2x3 dy = ey dx. solve it.
yes, e is the natural number.
D: Let's see.. *ill channel my math self i'll edit teh answer here. wait a bit*
Hmmm.. this is where you group dx with the x variableand dy with the y?
sooo, dx/dy(2x^3dy=e^ydx)
2x^3dx=(e^ydx)(dx/dy) ?
x^2=(e^ydx)(dx/dy) ?
0
sepias wrote...
...well goodnight everyone~ I am off to sleepy land~Will accompany you ....
Bye guys .. don't take such a yaoi action here .. Mibu and fallan
0
mibuchiha
Fakku Elder
Fallan wrote...
Hmmm.. this is where you group dx with the x variableand dy with the y?sooo, dx/dy(2x^3dy=e^ydx)
2x^3dx=(e^ydx)(dx/dy) ?
where does that extra dx come from? +_+
and yes, you group it together.
0
Old - Jenkins wrote...
sepias wrote...
...well goodnight everyone~ I am off to sleepy land~Will accompany you ....
Bye guys .. don't take such a yaoi action here .. Mibu and fallan
IT'S PROVEN THAT PHYSICSRANT^MIBUPHYSICS > YAOIACTION
0
Fallan
Kamen Rider Cheeki
mibuchiha wrote...
Fallan wrote...
Hmmm.. this is where you group dx with the x variableand dy with the y?sooo, dx/dy(2x^3dy=e^ydx)
2x^3dx=(e^ydx)(dx/dy) ?
where does that extra dx come from? +_+
and yes, you group it together.
dammit wrong equation..
err. wat extra dx?
0
mibuchiha
Fakku Elder
Fallan wrote...
mibuchiha wrote...
Fallan wrote...
Hmmm.. this is where you group dx with the x variableand dy with the y?sooo, dx/dy(2x^3dy=e^ydx)
2x^3dx=(e^ydx)(dx/dy) ?
where does that extra dx come from? +_+
and yes, you group it together.
dammit wrong equation..
get it right then. ^^
@rov: it's not rant, it quest for truth. XD
0
mibuchiha
Fakku Elder
Fallan wrote...
let's see... it'll be?x^2=e^y(dx/dy) ?
wrong. we have the original eqn... 2x3 dy = ey dx
then we group x with dx, and y with dy. we get... (1/2x3) dx = e-y dy
and to solve it, we integrate both sides. then if possible, we'll express it as y = f(x) which it the solution of the ode.
0
mibuchiha
Fakku Elder
Rovencrone wrote...
Campaigning for Mibu to start his own physics thread XD.....it's maths tho... -__-
simple ones, not to mention.
0
Fallan
Kamen Rider Cheeki
mibuchiha wrote...
Fallan wrote...
let's see... it'll be?x^2=e^y(dx/dy) ?
wrong. we have the original eqn... 2x3 dy = ey dx
then we group x with dx, and y with dy. we get... (1/2x3) dx = e-y dy
and to solve it, we integrate both sides. then if possible, we'll express it as y = f(x) which it the solution of the ode.
Gaah, You raised it to -1?
@mibun - incorrect - simple ones are called geometry and trigo, calculus is the bane of my existence.
0
Fallan
Kamen Rider Cheeki
mibuchiha wrote...
Fallan wrote...
Gaah, You raised it to -1?raised it to -1? o_O
>_> that's just me panicking.
0
mibuchiha
Fakku Elder
Fallan wrote...
mibuchiha wrote...
Fallan wrote...
Gaah, You raised it to -1?raised it to -1? o_O
>_> that's just me panicking.
ok, solve it. ^^
0
Fallan
Kamen Rider Cheeki
No thanks, just going near calculus fries my brain, include to that that i saw no math for a year now due to shifting... >_> its like, damn dude.
0
mibuchiha
Fakku Elder
Fallan wrote...
No thanks, just going near calculus fries my brain, include to that that i saw no math for a year now due to shifting... >_> its like, damn dude.I thought we still don't go anywhere beyond basic differentiation and integration tho... x_x
Well, at least you get the idea of how ode works, right? ^^