Posted by **Anonymous** on Wednesday, October 2, 2013 at 3:38pm.

How many distinct ways are there to label the faces of a cube with distinct numbers from 1 to 6, such that there is at least one pair of opposite faces which do not sum to 7?

Rotations (which preserve orientation) are considered the same way.

Reflections (which do not preserve orientation) are considered distinct.

## Answer This Question

## Related Questions

- math (could you please help steve?) - How many distinct ways are there to label ...
- Math - The squares of a 3×3 grid are filled with non-negative integers such that...
- math - The squares of a 3×3 grid are filled with non-negative integers such that...
- Math (please help me Steve) - The squares of a 3×3 grid are filled with non-...
- Math (please help steve) - The squares of a 3×3 grid are filled with non-...
- math - faces of alarge cube are painted 864 are painted on one face what is the ...
- math - On a standard six-faced die,the numbers of the opposite faces always add ...
- Math - There are three distinct ways to add four positive odd numbers to obtain ...
- Math - You can roll two dice at a time, a white one and a red one, and there are...
- math - A cube has 8 vertices. For each pair of distinct vertices, we connect ...

More Related Questions