Quick math question...for 500 bits

[SilverSprite]

Darkness wrote:

X^n + Y^n = Z^n

Find one case, with X,Y,Z and n integers, and n greater than 2 for which this is true.

[thegoose]

It's funny that if you make X,Y,Z polynominals of degree greater than 1, the proof becomes about a page in length. I'll post it for 200 bits.

[bugzpodder]

i dont understand what you mean...

Quote:

X,Y,Z polynominals of degree greater than 1

are you saying that there exists no polynomials f,g,h of degree greater than 1 such that

(f(x))^n + (g(x))^n = (h(x))^n
where n is an integer greater than 2?

and let me ask if it is your own proof