xotica
Dec 16, 2008, 08:50 PM
Suppose you roll 4 dice.
a) What is the probability that you get 4 different numbers?
b) What is the probability that you get '2 pairs' (two of one number and
two of another number?)
c) Now suppose that you continue rolling 4 dice over and over until you get
either get '4 different numbers' or 'two pairs'. What is the probability
that you get 'two pairs' first?
a) What is the probability that you get 4 different numbers?
b) What is the probability that you get '2 pairs' (two of one number and
two of another number?)
c) Now suppose that you continue rolling 4 dice over and over until you get
either get '4 different numbers' or 'two pairs'. What is the probability
that you get 'two pairs' first?