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We learned that on average, samples from a normally distributed population will have skew/kurtosis of 0. Please convert the values of skewness and kurtosis in
- We learned that on average, samples from a normally distributed population will have skew/kurtosis of 0.
- Please convert the values of skewness and kurtosis in the Table below (Table 1) intoz-scores. Please convert negative scores into absolute values of those scores.
- Please indicate whether the Z scores for skewness and kurtosis are not significant, significant at p < .05, significant at p < .01 or significant at p < .001.
- Please explain what your response to (b) means in terms of your reported skewness and kurtosis outcomes.
Make sure to show your work by inserting the appropriate equations and corresponding numbers.
Table 1. Self-report fatigue
Statistic | Self-Report Fatigue |
Mean | 29.2500 |
Median | 30.0000 |
Variance | 42.829 |
Std. Deviation | 6.54438 |
Skewness | -1.103 |
Std. Error of Skewness | .512 |
Kurtosis | .380 |
Std. Error of Kurtosis | .992 |
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