120 and standard deviation of = 12. If a sample size of n = 36 is selected, what is the probability of the following means? c. 99.40 % d. 97.59 % c. 99.40 % d. 97.59 % c. 99.40 % d. 97.59 % A normally distributed variable has a mean = _23. greater than 125? a. 0.62 % b. 69.15 % 24. 119 and above ? a. 0.62 % b. 69.15 % 25. between 114.5 and 125.5 ? a. 0.62 % b. 69.15 %

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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A normally distributed variable has a mean = 120 and standard deviation of = 12. If
a sample size of n = 36 is selected, what is the probability of the following means?
a. 0.62 % b. 69.15 % c. 99.40 % d. 97.59 %
c. 99.40 % d. 97.59 %
_23. greater than 125?
_24. 119 and above ?
a. 0.62 % b. 69.15 %
25. between 114.5 and 125.5 ?
a. 0.62 % b. 69.15 %
c. 99.40 % d. 97.59 %
Transcribed Image Text:A normally distributed variable has a mean = 120 and standard deviation of = 12. If a sample size of n = 36 is selected, what is the probability of the following means? a. 0.62 % b. 69.15 % c. 99.40 % d. 97.59 % c. 99.40 % d. 97.59 % _23. greater than 125? _24. 119 and above ? a. 0.62 % b. 69.15 % 25. between 114.5 and 125.5 ? a. 0.62 % b. 69.15 % c. 99.40 % d. 97.59 %
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