A random sample of 10 university students was surveyed to determine the amount of time spent weekly using a personal computer. The times are: 13         14        5         6         8         10        7         12        15        3 If the times are normally distributed with a sample standard deviation of 4.11 hours, estimate with 90% confidence the mean weekly time spent using a personal computer by all university students.   Formula used? Type of distribution? (z, t, x^2 or F) Conf interval = ? % critical values? (If applicable) Left critical Value and (If applicable) Right critical value   Interval Estimate: Upper Confidence Level? Lower confidence level?

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A random sample of 10 university students was surveyed to determine the amount of time spent weekly using a personal computer. The times are:

13         14        5         6         8         10        7         12        15        3

If the times are normally distributed with a sample standard deviation of 4.11 hours, estimate with 90% confidence the mean weekly time spent using a personal computer by all university students.

 

Formula used?

Type of distribution? (z, t, x^2 or F)

Conf interval = ? %

critical values? (If applicable) Left critical Value and (If applicable) Right critical value 

 Interval Estimate: Upper Confidence Level? Lower confidence level?

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