Is 14ⁿ + 11 Ever Prime? The Definitive Answer

[@waffles6132]

Wait hear me out, what if n hear me out n=-infinity

[@JPiMaths]

@@waffles6132 😂😂😂

[@ojosshiroy8544]

That's a prime tho, 11?

[@oliveirafilipe5416]

taking mod5 and mod3 is a faster route

[@JPiMaths]

True, but that's essentially what I did? I agree, but that requires a knowledge of the notation of modular arithmetic

[@aeesqu]

​@@JPiMathsWell, i don't know this binary expansion either 😂 but the video was understandable

[@LesIsMoreFilms]

Beautiful

[@JPiMaths]

Thank you very much!

[@OwentheNFLFanatic2005]

We got 53, 67, 109, 137, 151, 179, 193, 263, 277, 347, 389, 431, 487, 557, 571, 599, 613, 641, 683, 739, 809, 823, 907, 977, and 991.

[@MrConverse]

Did you compute 14n, not 14^n?

[@OwentheNFLFanatic2005]

@MrConverse Yeah