Author Topic: I'm a highly qualified mathematician, AMA  (Read 10336 times)

how many ducks in a quack

show me some multivariable calculus thot

saw an interesting problem last night

if there are 25 ducks, and you can only race 5 ducks at a time, how many races do you need to see which 3 ducks are the fastest?
each race will only tell you their relative speeds (ie ducky 3 was the slowest, but ducky 4 was the second fastest)
this is more proofs than math, but i guess they're pretty similar

iirc you dont start doing these kinds of proofs until you're in college, unless you take a class on it in high school

i'm gonna venture a guess and say 10 or 11. i need to work this out a bit more before i can be sure

saw an interesting problem last night

if there are 25 ducks, and you can only race 5 ducks at a time, how many races do you need to see which 3 ducks are the fastest?
each race will only tell you their relative speeds (ie ducky 3 was the slowest, but ducky 4 was the second fastest)
Lol phlack, if you want help organizing your annual duck race, just say so

saw an interesting problem last night

if there are 25 ducks, and you can only race 5 ducks at a time, how many races do you need to see which 3 ducks are the fastest?
each race will only tell you their relative speeds (ie ducky 3 was the slowest, but ducky 4 was the second fastest)

well you have to get them all in a row first

show me some multivariable calculus thot
∫uck my · ∂ick

Solve the hairy ball theorem

Solve the hairy ball theorem
well I've never seen a hairy ball


ah. I have now seen a hairy ball and that proves the theory.


what are you doing? a levels/six form? more gcses? i can't remember how the UK school system works anymore lmao

what are you doing? a levels/six form? more gcses? i can't remember how the UK school system works anymore lmao
scotlands works different from the rest of the uk, I basically did GSCE's/college entry grades

I already had enough qualifications for college but now I have more for the next course already, too bad that ship has already sailed but no rush so w/e

i think i did it but im not telling

nevermind
It's easy enough. X = 1, Y = -1, Z = 0.

this is more proofs than math, but i guess they're pretty similar

iirc you dont start doing these kinds of proofs until you're in college, unless you take a class on it in high school

i'm gonna venture a guess and say 10 or 11. i need to work this out a bit more before i can be sure
pretty sure I saw similar things in middle/highschool
(and it can be done in 7 races, good luck figuring out how c:)