Question
A pilot sample of 50 measurements of the breaking strength of cotton threads gave S_(pr) = 18 grams. Determine the sample size needed to obtain a 90% Confidence Interval of length 4. I tried using the sample size formula but that did not gave me the right answer, according to the book the answer is n = 220.
Answers
Figured out the answer:
n = (1.645(18/2))^2 = 219.188 = 220
n = (1.645(18/2))^2 = 219.188 = 220
Related Questions
A simple random sample of a size n is drawn from a population that is normally distributed. The samp...
6. What eect does increasing the sample size have on the size of a confidence interval? Explain. (1...
Suppose a sample of size 400 yields p = 0.5 You'd like to construct a confidence interval with a mar...
Find the critical value needed to construct a confidence interval with the given sample size:
A)...