Question: Run a frequency distribution for age, and interpret the mean, the standard deviation., and the median. Age N Valid 1629 Missing 0 Mean 43.92 Mode
Run a frequency distribution for "age," and interpret the mean, the standard deviation., and the median. Age N Valid 1629 Missing 0 Mean 43.92 Mode 25 Std. Deviation 12.170 The frequency distribution for "age" was run on a sample size of 1629 participants (N Valid 1629) with no missing data (Missing 0). The mean age of the participants is 43.92, which is the average age calculated by adding all the ages together and dividing it by the number of participants. The mode, which is the most frequently occurring age in the data set, is 25. This means that there are more 25-year-olds in the sample than any other age. The standard deviation, a measure of the amount of varia-tion or dispersion in the set of values, is 12.170. This means that, on average, the ages deviate from the mean (43.92) by approximately 12.17 years
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