Hi, I decided to learn C++ not too long ago, but I've hit a stump in a practice question that I have no idea how to solve.
The problem is:
Given a collection of 3 different digits, each ranging from 0 - 8, implement a program that finds all unique numbers that can be formed using the 3 digits assuming that 6's can be inverted to form 9's.
E.g. from the 3 digits 0 3 6, it is possible to create the following combinations:
0, 3, 6, 9, 30, 36, 39, 60, 63, 90, 93, 306, 309, 360, 390, 603, 630,
903, 930.
Note that a digit can only be used once in the sequence (this includes the inverse).
I forgot to mention that I'd rather not use arrays or functions at all, and seeing as it hasn't been covered in great detail yet, I'd assume that there would be a way to do it without strings as well.