In a sample of 10 CEOs, they spent an average of 12.9 hours each week looking into new product opportunities with a sample standard deviation of 4.9 hours. Find the 95% confidence interval. Assume the times are normally distributed. (8.0, 17.8) (9.9, 15.9) (9.4, 16.4) (11.1, 14.7)
We have given that,
Sample mean =12.9
Sample standard deviation =4.9
Sample size =10
Level of significance= 0.05
Degree of freedom =9
t critical value is (by using t table)=
2.2622
Confidence interval formula is
=(9.4,16.4)
Lower confidence limit= 9.4
Upper confidence limit= 16.4
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