If a, b, and c are different numerals between 1 and 9 (inclusive), and
aaaaaa = b * c * bc * (c+c-b) * (c+b+b) * (c-b),
what are a, b, and c?
Note: Adjacent numerals are multi-digit numbers made of those numerals, not the product; i.e., if m=2 and n=3, then mn=23.
(In reply to Solution
i only needed 3o-40 seconds to write down the solution, from previous knowledge: 111=3*37
1001=7*11*13 ==== . bc=37 a=c-b=4