You roll 3 regular dice. Before each roll, you pick a number from 1-6. If you roll all three dice and your number comes up once, you get 2 points. If it comes up on two dice, you get 4 points. If all three dice come up with your number, you get six points. If your number does not come up on a single roll, you get 0 points.
1) How many combinations are possible on a single roll of all three dice?
2) What are the odds of your number coming up at least once on a single roll of the three dice?
3) How many points will you have if you roll each possible combination once?
First person to correctly answer all 3 questions will have my undying admiration and 10 points for best answer!
2006-06-13
14:25:39
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13 answers
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asked by
cdb
3