✗ NEAVDAA (NOT) ︱ EXTRA HARD MATH PROBLEMS

just translate it into polish

btw okay so there are infinite integers satisfying the equation with all positive integers n, and you have to prove that.

also the solution needs to be primitive, which means it may not be shrunken down to just it's factors, like how you multiply numbers into the Pythagorean theorem, it still holds.

Thanks

Huh that means Chye is similar age to me

you mean n∈N,right?

I always wanna try to find some specific combinations but nah it didn't work at all

And me 2

"cool beans" ~August Pullman

same. I went to a very prestigious math competition this May, I can cook

same. for some reason there are math geniuses everythere online

I’m not experienced with trig and quad…

I'll prob get there in about 3 months (in school I mean)

No as in 3 months excluding the holiday period

Bump

Not too hard one:

Prove that for every natural number n and 2n+1 irrational numbers, we can pick n+1 from them such that no non-empty subset of these n+1 numbers has a rational sum.