A gambler observes players on a slot machine in an Atlantic City casino. The proportion of games in which a player wins is quite variable at first. Eventually, after a very large number of observations,
this proportion appears to get close to 0.0175. What does this observation suggest about the
probability of winning at this slot machine?
(a) It depends on whether the person playing before you won.
(b) It is very likely you will win on this machine.
(c) The probability of winning on this machine on any single game is close to 0.0175.
(d) The probability of winning on this machine on any single game is close to 1-0.0175 = 0.9825.
(e) There is no way of knowing the probability of winning on this machine.