3. What is the 99.5th percentile in a t-distribution with 9 degrees of freedom?
a. 2.764 b. 3.250 c. 3.169 d. 2.821
4. To estimate the mean price of e-books of senior high schools, with a standard deviation of P80, how many e-books are needed to be selected as samples if we wanted to be 95% confident that the sample mean of e-books is within P20 of the true population?
a. 59. b. 60 c. 61 d. 62
5. Which of the following is the appropriate sample size given a standard deviation of 6.4, confidence interval of u 98% and a margin of error or maximum allowable deviation of 2.35?
a. 39 b. 40 c. 41 d. 42
3
Using the t table 99.5 th percentile correspond to 3.250 , choice B
4
n="\\frac{\\Z^2\\cdot s^2}{B^2}"
n="\\frac{ 1.96^2\\cdot80^2}{20^2}"
n=61.456
n=62
Choice D
5.
n="\\frac{ 2.33^2\\cdot6.4^2}{2.35^2}"
n=40.26578
n=41
Choice C
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