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A treasure chest contains 81 figurines.  Each figurine comes in one of three different colors (red, yellow, and blue), one of three different shapes (circle, triangle, and square), and one of three different sizes (big, medium, and small).  Each figurine also has its edges covered in a casing of one of three different metals (gold, silver, and bronze).  If you pull three figurines out at random (the order in which you pull them out is irrelevant), what's the probability that no two of the figurines you pull out will be a.) of the same color, shape, or size, or b.) encased in the same metal?




2 Answers

0 votes
by (126k points)
This isn't a riddle; it's a math problem about probability.

And frankly I really don't feel like calculating the probability of figurines right now.
0 votes
by
Its a chess board with chess pieces



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