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The Die Investigation.  

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3 People 'A, B & C' are playing a game of die. A wins the game if he throws a '1', B wins the game if he throws a '2' or a '3' and C wins the game if he throws a '4', '5' or a '6'. Once someone has thrown their number that's it, the game is over and they've won. A goes first, B second and C third. If none of those throw their number then A has another go and then if he doesn't get it, it goes to B and so on until someone wins. * What is the probability of each person winning? * How many goes do you reckon it should take until someone wins? I have decided to draw a tree diagram to see what I am dealing with and then put together in a chart the probability of each person...

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