It's about stuff.
The Shock, its just to much, its reversing the worlds colors.
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…
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?
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
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?
“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…
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).
March 2, 2010 at 7:15 am
Agree with you Red… it’s just not funny since a long while…
I’m not even in Calculus yet but I know whatcha meant.
Pretty “simple” indeed, something you would probably await from UN XD
it’s best studying for the test exam,and integrating factors is
integrating factors is pretty hard…
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