cruisnfamily
DIS Veteran
- Joined
- Mar 6, 2002
- Messages
- 6,218
Here's the problem:
Mrs. Jones had some white paint and some green paint and a bunch of wooden cubes. Her class decided to paint the cubes by making each face either solid white or solid green. One kid painted his cube with all 6 faces white, another kid painted her cube solid green, but another painted 4 faces white and 2 faces green.
How many cubes could be painted in this fashion so that each cube is different from the others? Two cuves are alike if one can be turned so that it exactly matches, color for color on each side, the other cube.
Answer = ________ different cubes can be made.
DD has the answer as 7 but this seems too easy to me, yet I can't think of any other way. A little help please?
Mrs. Jones had some white paint and some green paint and a bunch of wooden cubes. Her class decided to paint the cubes by making each face either solid white or solid green. One kid painted his cube with all 6 faces white, another kid painted her cube solid green, but another painted 4 faces white and 2 faces green.
How many cubes could be painted in this fashion so that each cube is different from the others? Two cuves are alike if one can be turned so that it exactly matches, color for color on each side, the other cube.
Answer = ________ different cubes can be made.
DD has the answer as 7 but this seems too easy to me, yet I can't think of any other way. A little help please?