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Probability - complement approach

Three different solutions are given below. Let X be the random variable representing the # of fives.“At least one five” means one or more fives – or specifically for this question – one or two fives. From the table (left) depicting the sample space, it can be seen that there are ten outcomes with one five and one outcome with two fives (shown in red). Therefore, the probability of getting at least one five when...

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