Question

The membership controller at the Royal Big Bucks Golf Club believes that each member, on average, plays golf for more than 12 hours per week. To test his theory, the controller took a random sample of 16 golfers and asked them how many hours a week they played golf. The mean number of hours the sample of golfers play for is 14.5 with a standard deviation of 4.844. To test the hypotheses the membership controller decided to construct a one-tailed hypothesis test with a 5% significance level (i.e. α = 0.05). What is the appropriate t-statistic value?

Select one: a. 2.06 b. 2.32 c. 1.8 d. 1.96 e. 2.41

Answer 1

B). Appropriate Value of the t-statistic value is 2.23:

The average time of every player playing golf is 12 hours per week. If we use the t-statistic value of 2.23 then we can determine the theory of taking a random 16 golfers and determine how many hours they can play the golf and with the help of the t-static value which is 2.23 in this case we can easily test the hypothesis of the membership controller when significance level is 0.05

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