Question

Find the probability of winning in a game of craps with a total of 8, give that you won and it takes more than 3 tosses to win.

Answer #1

Calculate for the game of the craps the probability of
(a) Winning. This means the probability of winning in the 1st
throw, in the 2nd throw, 3rd throw, etc. for all the possible games
(n = 1, 2, 3, 4, … indefinitely). show how you derive the
formula.
(b) Losing. This means the probability of winning in the 1st
throw, in the 2nd throw, 3rd throw, etc. for all the possible games
(n = 1, 2, 3, 4, … indefinitely).

(1) Calculate for the game of the craps the
probability of
(a) Winning. This means the
probability of winning in the 1st throw, in the
2nd throw, 3rd throw, etc. for all the
possible games (n = 1, 2, 3, 4, … indefinitely). Again, show how
you derive the formula; the formula itself; the fractions in the
form p/q; and the decimal expression to 4th significant
digit.
(b) Losing. This means the probability
of winning in the 1st throw, in...

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2/36
4/36
6/36
8/36
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5/36
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5/11
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