QUESTION 2 An experiment consists of randomly drawing cards, with replacement, from a deck of 5 cards numbered 1-5. Define random variable X as the
QUESTION 2 An experiment consists of randomly drawing cards, with replacement, from a deck of 5 cards numbered 1-5. Define random variable X as the number on a randomly drawn card. Calculate the population mean. QUESTION 3 An experiment consists of randomly drawing cards, with replacement, from a deck of 5 cards numbered 1-5. Define random variable X as the number on a randomly drawn card. The sample consists of 40 total card draws. Calculate the expected value for the sample mean, i.e. E[X]. QUESTION 4 An experiment consists of randomly drawing cards, with replacement, from a deck of 5 cards numbered 1-5. Define random variable X as the number on a randomly drawn card. Calculate the population variance. QUESTION 5 An experiment consists of randomly drawing cards, with replacement, from a deck of 5 cards numbered 1-5. Define random variable X as the number on a randomly drawn card. The sample consists of 40 total card draws. Calculate the variance of the sample mean, i.e. Var[x]
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