Question: B. Repeat part A, but now compute a 99% condence interval. 99% confidence interval: (:I , :l ) Round to 2 dec. Margin of error

B. Repeat part A, but now compute a 99% condence interval. 99% confidence interval: (:I , \\:l ) Round to 2 dec. Margin of error of the 99% condence interval: :| Round to 2 dec. What happened to the margin of error as the confidence level increased from 92% to 99%? Margin of error increases V V C. Suppose we would like to estimate the population mean height of high school basketball players with 92% condence to within 0.1 of an inch. How large a sample is necessary? We need to collect at least \\:l basketball players' heights. Round UP to the nearest integer. D. Suppose we would like to estimate the population mean height of high school basketball players so that the width of the 92% condence interval is no more than 0.2. How large a sample is necessary? We need to collect at least S basketball players' heights. Round UP to the nearest integer

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