Suppose the distribution of alumni salary has a mean of 50k per year and a standard deviation of 5k The research office collected salary
Suppose the distribution of alumni salary has a mean of k per year and a standard deviation of k
Suppose the distribution of alumni salary has a mean of k per year and
alumni salary has a mean of k per year and a standard deviation of k The research office collected salary
Suppose the distribution of alumni salary has a mean of k per
year and a standard deviation of k The research office collected salary
Suppose the distribution of alumni salary has a mean
Suppose the distribution of
Suppose the distribution of alumni salary has a mean of \$50k per year and a standard deviation of \$5k. The research office collected salary...

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Suppose the distribution of alumni salary has a mean of \$50k per year and a standard deviation of \$5k. The research office collected salary information from 121 business alumni. Its collected data show that the mean salary of their first job is \$58k per year. Please show all work as I would like to learn this skill. (a) What is the sample size and standard error of the data collected? (b) What is the probability that the sampled alumni have a mean salary of \$58k or more?