To find the impact of students working while enrolled in classes, a researcher carried out a survey to estimate students' mean working hours per day. This survey of 25 students provides a sample mean of 7.10 hours with a sample standard deviation of 5 hours. Assume all such students working hours follow a normal distribution. Suppose university claims in one of their newsletters that students work more than 6 hours per day on average. Suppose the researcher decided to test the university claim at a 5% significance level. Q: What is the calculated test statistics? (round your answer to one decimal places) The critical value is:

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To find the impact of students working while enrolled in classes, a researcher carried out a survey to estimate students' mean working hours per day. This survey of 25 students provides a sample mean of 7.10 hours with a sample standard deviation of 5 hours. Assume all such students working hours follow a normal distribution.

Suppose university claims in one of their newsletters that students work more than 6 hours per day on average. Suppose the researcher decided to test the university claim at a 5% significance level.

Q:

What is the calculated test statistics?

(round your answer to one decimal places)

The critical value is:

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