Question: 4) T&return_content=1&ste... cheat day | Online work training International Space... school biking Entertainment CrossFit: Forging Eli... + Private Pilot Online... empt Score 3 out of

4) T&return_content=1&ste... cheat day | Online

4) T&return_content=1&ste... cheat day | Online work training International Space... school biking Entertainment CrossFit: Forging Eli... + Private Pilot Online... empt Score 3 out of 6 points ne Elapsed 1 minute out of 1 hour sults Displayed All Answers, Submitted Answers tion 1 Suppose we sample 4 values from an unknown normal distribution (we know it's normal, but we don't know its mean and standard deviation): 2, 4, 8, 8. Calculate the lower bound (i.e. the xbar - s value) for a 68% tolerance interval. Do not round any of your values. Selected Answer: 3.2769 tion 2 Using the information from question 1, calculate the upper bound of the 68% tolerance interval. Do not round your answer. Selected Answer: 7.7231 on 3 What is the 20.05th percentile of a standard normal distribution? Selected Answer: 2.98 pn 4 Suppose we sample 16 values from a normal distribution with a mean of 100 and a standard deviation of 20. What is the probability that we see a sample me 4) T&return_content=1&ste... cheat day | Online work training International Space... school biking Entertainment CrossFit: Forging Eli... + Private Pilot Online... empt Score 3 out of 6 points ne Elapsed 1 minute out of 1 hour sults Displayed All Answers, Submitted Answers tion 1 Suppose we sample 4 values from an unknown normal distribution (we know it's normal, but we don't know its mean and standard deviation): 2, 4, 8, 8. Calculate the lower bound (i.e. the xbar - s value) for a 68% tolerance interval. Do not round any of your values. Selected Answer: 3.2769 tion 2 Using the information from question 1, calculate the upper bound of the 68% tolerance interval. Do not round your answer. Selected Answer: 7.7231 on 3 What is the 20.05th percentile of a standard normal distribution? Selected Answer: 2.98 pn 4 Suppose we sample 16 values from a normal distribution with a mean of 100 and a standard deviation of 20. What is the probability that we see a sample me

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