Suppose each of 1000 players face a challenge in which a Bernoulli trial is repeated until the first success, that each attempt is independent of the others, and the chance of success on each attempt is p= 1000 To the nearest whole number, how many of the 1000 players will achieve the first success within 1000 attempts, on average?

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Suppose each of 1000 players face a challenge in which a Bernoulli trial is repeated until the first success, that each attempt is independent of the others, and the chance of success on each attempt is p = 1/1000

To the nearest whole number, how many of the 1000 players will achieve the first success within 1000  attempts, on average? THE ANSWER IS NOT 1, 500 OR 1000

Suppose each of 1000 players face a challenge in which a Bernoulli trial is repeated until the first success, that each attempt is independent of the others, and the chance of success on each attempt is
1
1000
To the nearest whole number, how many of the 1000 players will achieve the first success within 1000 attempts, on average?
Transcribed Image Text:Suppose each of 1000 players face a challenge in which a Bernoulli trial is repeated until the first success, that each attempt is independent of the others, and the chance of success on each attempt is 1 1000 To the nearest whole number, how many of the 1000 players will achieve the first success within 1000 attempts, on average?
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