give me amth problems

[Kuciwalker]

so like


x%13 + (31 choose 12) x^12 + (13 chose 11) x^11 etc
right?

[KrazyHorse]

Go to sleep, dude.

You guys are finished early. There's still 4 days of finals left at Hopkins

[Kuciwalker]

said something about valium?

[Jon Miller]

Yeah, I just wanted to talk and talk when I got my wisdom teeth out.

I quit using the medicine after the first day, because things went smoothly.

Sleeping is wise. Hopefully you will be up for the meet on Friday.

JM

[Asher]

This is the most sense Kuci has ever made.

[KrazyHorse]

Eh. I had three out a couple of months ago. Local anaesthetic, no painkiller prescription.

[Kuciwalker]

riemann integral of x over (0,1)

P = (1/n) intervaals
each guys is x[i] = i

L{P,n) = something
like
sum[i/n, i = 0 to n-1]

U = sum[i/n i = 1 to n]

that goes to 1/2 right?

[Solver]

Prove that a^n + b^n = c^n has no solutions for non-zero values of a, b and c if the integer n > 2.

[Kuciwalker]

apwlling is a *****

[KrazyHorse]

each guys is x[i] = i

i/n actually

[Kuciwalker]

Originally posted by Solver
Prove that a^n + b^n = c^n has no solutions for non-zero values of a, b and c if the integer n > 2.

**** you
my proof is in the margin
excpe ti's too big

[Solver]

I see you're still fine

[Kuciwalker]

Originally posted by KrazyHorse

each guys is x[i] = i

i/n actually

yeha that

[Kuciwalker]

yay kinda more lucid

[Kuciwalker]

eyes open >50$ of the tiem