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SOLVED: 3. Sampling with and without replacement Sampling with replacement: A box contains tickets marked 1 2 n . A ticket is drawn at random from the box. Then this ticket is replaced in the box and a second ticket is drawn at random: Find the probabilities of the following events: the first ticket drawn is number L and the second ticket is number 2; b) the numbers on the two tickets are consecutive integers, meaning the first number drawn is one less than the second number drawn: the second nu
SOLVED: 3. Sampling with and without replacement Sampling with replacement: A box contains tickets marked 1 2 n . A ticket is drawn at random from the box. Then this ticket is replaced in the box and a second ticket is drawn at random: Find the probabilities of the following events: the first ticket drawn is number L and the second ticket is number 2; b) the numbers on the two tickets are consecutive integers, meaning the first number drawn is one less than the second number drawn: the second nu
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SOLVED: 3. Sampling with and without replacement Sampling with replacement: A box contains tickets marked 1 2 n . A ticket is drawn at random from the box. Then this ticket is replaced in the box and a second ticket is drawn at random: Find the probabilities of the following events: the first ticket drawn is number L and the second ticket is number 2; b) the numbers on the two tickets are consecutive integers, meaning the first number drawn is one less than the second number drawn: the second nu
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