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Posted: June 30th, 2023

The population consists of salaries for

1. Example 1. The population consists of salaries for 2500 managers The population mean and standard deviation are $51,800 and $4,000, respectively. What is the probability that the sample mean will lie between $51,300 and $52,300 if the sample size is equal to 30?2.Example 2, The population consists of salaries for 2500 managers, The population mean and standard deviation are $51,800 and $4,000, respectively, What is the probability that the sample mean will be greater than $52,100 if the sample size is equal to 30?3. Example 3, The population consists of salaries for 2500 managers, The population mean and standard deviation are $51,800 and $4,000, respectively What is the probability that the sample mean will lie within a sampling error of+/-200 if the sample size is equal to 30?4.Example 4The population consists of all colleges and universities in the US, The population mean for tuition is $4260and the population sd is $900, A sample of 49 universities is taken. What is the probability that thesample mean will lie within $250 of the population mean?5,Example 5The population consists of all students taking the SAT. The population mean SAT score is 1020 and thepopUlation sd is 100, A sample of SAT score for 75 students is taken, What is the probability that thesample mean will lie within 10 of the population mean?

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