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It's about stuff.
It's about stuff.
Hah, y=y.
The Shock, its just to much, its reversing the worlds colors.
Factor-e?
μ=∫e^[P(x)]dx
WRYYYYYYYYYYYYYYYYYμ=WRYYYYYYYYYYYYYYYYY∫e^[P(x)]dx
Intergrating FactorWRYYYYYYYYYYYYYYYYY
Differential equations are fun and convoluted.
Hooray for math 8D!
and also “μ” is back :U
μferrets are love <3
e and ∫[P(x)]dx are walking in a factory…
XD
It took me a while, but I finally got it. >_<
HO HO OH WOW.
I didn’t get it. T_T. Damn mathematics! ><
Oh my god! It’s not a good sign if you still get such nerdy jokes after years have passed since graduation. Does it mean i’m still a nerdgeneer??
Hahahahahahaaha oh wow
why are the flashes not funny anymore T_T
Because you’re probably not a nerdgineer
In that second panel, is the teacher’s arm noncontinuous?
pffffffffft ahahhahahahahahahahah!
whoo~ nerdgineers!!
haha… these math jokes are way better than anything my math professors ever came up with.
I’d buy a 4-koma shirt of this for them if there were any. lol
xD Nerdgineers xD
i hate differential equations but pass the subjet
remember (e)^(πi)+1=0
saludos!!!!!!!!!!!!!
More physics, please…
Less maths. XD
MIND = BLOWN
Watching this makes me seem like a bigger (9) than I already am.
Which is already multiplied by (9) while I’m online.
lol, I suck. I’m < 3 months away from finishing my engineering degree and didn't get it. Then again, I don't get maths at all. And I'm going to be designing parts of your cars. probably throttles. for toyota. DERP!
If μ=∫e^[P(x)]dx is an integrating factor, then μ=∫e^[P(x)]dx=y* is an integrating factory?
μ=∫e^[P(x)]dx=y*
(Integrating Factor)=y*
LOL. XD
“ZA FACTUROS!!”
(FREEZE!)
“Math has stopped…”
*Walfas throws complex integrating factors, coupled with incredible math humor beyong my MEAGER HIGH SCHOOL COMPREHENSION!!*
(Password) “Give me a brea-”
*OVERLY GRAPHICAL CGI EXPLOSION NOT FOUND!!*
thats it, my brain is broken, thank you very much
Ok, I get most of the maths stuff (even though I’m just a precalc student, lol), but I have one question.
What function is P(x)?
I’ve never got farther than elementary functions, but I still got it: (integrating factor)*y = integrating factory! It beats the lewd jokes my fellow classmates & I made long ago about “rotating vectors” & “exbonential growth”!
“(integrating factor)*y = integrating factory!”
…guess I didnt need much of an edu-mah-cation to get it…
*sob*
e^x is walking down the street when he sees 7 run out of an alley, screaming. e^x asks what’s going on. 7 says, “There’s a differential operator right behind me! I’ll be reduced to nothing if it catches up!” e^x, being a big show-off as always, decides to confront the differential operator, knowing that nothing will happen to him.
When e^x rounds the corner he sees… d/dy.
DUN DUN DUN
(Not mine. I actually gasped a little at the end the first time I read it.)
@O’Leary: An arbitrary function that varies based on x (could also be a constant).
@Carter: Hooray!
Red
March 2, 2010 at 7:15 am
why are the flashes not funny anymore T_T
Agree with you Red… it’s just not funny since a long while…
MATH! HISSSSSS!
augh………Damn..
I’m not even in Calculus yet but I know whatcha meant.
Pretty “simple” indeed, something you would probably await from UN XD
Integrating factory!!!
it’s best studying for the test exam,and integrating factors is
pretty hard.
integrating factors is pretty hard…