1. The following cards are dealt to three people at random, so that everyone gets the same number of cards. What is the probability that everyone gets a red card?(3 red cards labled a,b and c, three yellow cards labeled a b and c, 3 blue cards labled a b and c)
+118608 1. The following cards are dealt to three people at random, so that everyone gets the same number of cards. What is the probability that everyone gets a red card?(3 red cards labled a,b and c, three yellow cards labeled a b and c, 3 blue cards labled a b and c)
There are 9 cards and 3 people the number of ways they can be dealt is 9!/(3!3!3!) = 1680 ways
How many ways can they each get a red card....
3!*6!/(2!2!) = 1080
Prob = \(\frac{1080}{1680}=\frac{9}{14}\)
That is what i get anyway. ( this is assuming that who gets which 3 cards actually does matter)
