The Sad State Lottery Requires You to Select a Sequence $\frac { 1 } { 110,544 }$

question 67

Multiple Choice

The Sad State Lottery requires you to select a sequence of three different numbers from zero through 48. (Order is important.) You are a winner if your sequence agrees with that drawing, and you are a booby prize winner if your selection of numbers is correct, but in the wrong order. What is the probability of being a winner What is the probability that you are either a winner or a booby prize winner

• A)The probability of being a winner is \(\frac { 1 } { 110,544 }\) . The probability of being either a winner or a booby prize winner is \(\frac { 1 } { 18,424 }\) .

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