P(N) denotes the product of the digits of a 2-digit duodecimal (base 12) positive integer N consisting entirely of nonzero digits.

Find all possible values of a positive integer constant C > 1 such that:
N = C*P(N)

(In reply to Solution by Jer)

I think Jer means 11 (base 12) = 13*1*1

Posted by Steve Herman on 2016-06-12 22:36:26