I'm going to assume you mean standard dice, all three distinguishable, and exactly two of the same number.
First break the problem into smaller parts. First, determine the odds of getting the same number on the first two dice, and a different number on the third. Then just multiply this result by 3 and 216 to account for the first and last dice being the same, or the last two dice, then compute the total number of possibilities.
P(two dice being the same and last being different) = P(second die being the same as the first) * P(third die being different than the other two) = (1/6)(5/6) = 5/36
3*216*5/36 = 90 possibilities out of 216
20 cubes
There are 12 squares on 2 cubes
If you have got enough cubes, as many as you like.
On a normal cube, the probability is 0. If there are more than 1 cubes, the answer depends on how many are being rolled for each sum.
36
6
cube has 6 sides so 3 cubes have 3*6 = 18.
Two cubes have 12 faces, 24 edges, and 16 vertices.
216... there are 6 outcomes for each cube, so 6^3 is 216
six faces
Well one has eight vertices then you just multiply eight by whatever number of cubes you have!
Three.