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A researcher is interested in studying the perceived life satisfaction among younger adults is significantly different than the general public. She did a pilot study and gave a life satisfaction test (known to have high reliability and validity) to nine younger adults (between 20 and 30). Scores on the measure range from 0 to 5 with 5 indicative of high life satisfaction, and 0 indicative of no life satisfaction. The data are presented below. Assume that life satisfaction for general public is 2.5, conduct the appropriate test and provide the following information:
-What significance level do you choose for this test?
A. Level of significance = 2%
B. Level of significance = 1
C. Level of significance = 95%
D. Level of significance = 99%
E. None of the above
2.What is your t critical value (calculated t value)?
A. -1.6
B. +1.3
C. +2.1
D. +1.8
Assuming p-value of 0.21 and level of significance of 0.02, interpret outcome of your analysis. Is there a significant difference of life satisfaction between young adults and general public?
A. Yes
B. No
C. Depends on sample standard deviation
D. None of the above
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