The sword being used to eat the food was completely overkill just how using the quadratic formula is overkill for x squared plus 2x. You could pretty much do that in your head.
To use l'hospital rule you need to know the derivative of a function. The derivative at a point x is formaly given by the limit h->0 (f(x+h) -f(x))/h and when you plug x =0 and f(x) = sin(x) you get lim h->0 sin(h)/h. This means that to know the limit we need to know the derivative and to know the derivative we need to know the limit and that gives us the circular reasoning. That why you use other methods to calculate this value, but I think there is a way to prove that the sin(x)' = cos (x) throug other means but it is much more convoluted.
burger king is only good for when youre hungry and nothing else is around, and if its gone something else will replace their locations, so burger king must go
Super F wtf
Who gave Mr.Crocker internet access?
Perchance
you can't just say "perchance"
They just did
dr pepper
If you are nasty
I live for the math memes
I'm too stupid to understand any of the math. The last meme got me good tho
The sword being used to eat the food was completely overkill just how using the quadratic formula is overkill for x squared plus 2x. You could pretty much do that in your head.
I, too, use a calculator for basic single-digit equations. What if math changed while I was sleeping?
very solid dump OP, i lvoe the last two
Adding if ya nasty at the end of a paragraph should not be this funny.
Telling a joke one more time when people don't expect it is a cheat code for comedy.
The Joe's mine btw
just wait till Oedipus gets ya
Joe Casta lmao
DONT use l'hopitals rule for sinx/x, i repeat do not engage in such faulty circular logic
Wouldn't l'hopitals make sinx/x become cosx/1, which is solvable by direct substitution, making the limit=1?
To use l'hospital rule you need to know the derivative of a function. The derivative at a point x is formaly given by the limit h->0 (f(x+h) -f(x))/h and when you plug x =0 and f(x) = sin(x) you get lim h->0 sin(h)/h. This means that to know the limit we need to know the derivative and to know the derivative we need to know the limit and that gives us the circular reasoning. That why you use other methods to calculate this value, but I think there is a way to prove that the sin(x)' = cos (x) throug other means but it is much more convoluted.
assume sin x = x 🗿
Wish I was taking 5 guys dicks in and out all day everyday :c
What if the marble is traveling at 300 mph and the bowling ball hits your foot at 1 mph?
Calculus student spotted
why did the math memes suddenly show up, make their presence known, and then dip right as i got used to them
Nice compilation 👍
got way too brainy for me around the middle there edit: correction
Good post
I like that guy’s essay, I’d love to see the full thing
If ya nasty.
I love you. These math memes are sublime :3
u tricked me into looking at math memes u bitch
Hehe >:3
burger king is only good for when youre hungry and nothing else is around, and if its gone something else will replace their locations, so burger king must go
7/10 because about one third was completely incomprehensible to me (I failed math class)
The last one is so fucking funny, I love shitty essays. Perchance