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It's is a game where you roll two dice. On your first roll, You can win if you roll a 7 or 11; if you roll a 2, 3, or 12 you lose. A. what is the probability you win on the first roll.
B. what is the probability you lose on the first roll.
If you roll something other than a 7,11,2,3,12 on your first roll, you roll a second time without winning or losing. C. what is the probability you will roll a second time?
Lets say you rolled a 5 on your first roll, This means you will get a second roll, On the second roll you will keep rolling until you roll a 5 or 7. For this part your probability needs to take into account the probability of rolling a 5 on your first roll. D - what is the probability that you will win on the second roll?
E- What is the probability you will lose on the second roll?
F- What is the probability that you will keep rolling on the second roll.
G- on your third roll you win by 5 what is the probability you will win on your third roll by rolling a 5 this probability must take into account the probability of your first and second roll.
