A state originally operated a 6/48 lottery, meaning that the grand prize went to a player (or players) who picked the same six numbers that were later drawn at random from the set of numbers 1 through 48. In 1998, the state went to a 6/61 lottery, but later the state went to a 6/56 lottery. (a) Find the probability of winning a 6/48 lottery. (b) Find the probability of winning a 6/61 lottery. (c) Find the probability of winning a 6/56 lottery.

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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A state originally operated a 6/48 lottery, meaning that the grand prize went to a player (or players) who picked the same six numbers that were later drawn at random from the set of numbers 1 through 48. In 1998,
the state went to a 6/61 lottery, but later the state went to a 6/56 lottery.
(a) Find the probability of winning a 6/48 lottery.
(b) Find the probability of winning a 6/61 lottery.
(c) Find the probability of winning a 6/56 lottery.
(d) Why do you think the state changed to a 6/61 lottery?
(e) Why do you think the state went to a 6/56 lottery?
Transcribed Image Text:A state originally operated a 6/48 lottery, meaning that the grand prize went to a player (or players) who picked the same six numbers that were later drawn at random from the set of numbers 1 through 48. In 1998, the state went to a 6/61 lottery, but later the state went to a 6/56 lottery. (a) Find the probability of winning a 6/48 lottery. (b) Find the probability of winning a 6/61 lottery. (c) Find the probability of winning a 6/56 lottery. (d) Why do you think the state changed to a 6/61 lottery? (e) Why do you think the state went to a 6/56 lottery?
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