Find the remainder when 367^367^367 is divided by 11
367^367^367 mod 11==9 - the remainder.
The answerer got it with a little computer program that they wrote.
I can never remember whether
2^3^4 means 2^(3^4) or (2^3)^4
ok
367^367^367 mod11
= 367^(367^367) mod11
= 4^(4^4) mod11
= 4^ 256 mod11
= 4^ 3 mod11
= 64 mod11
= 9 mod11
