What percent of the area under the standard normal curve is within one standard deviation of the mean? What does this tell you about scores that are more than one standard deviation away from the mean?
QUANTITATIVE ANALYSIS: MEASUREMENT AND DESCRIPTIVE STATISTICS
Respond to the following short answer questions from Chapter Three in the Morgan, Leech, Gloeckner, & Barrett textbook:
If you have categorical, ordered data what type of measurement would you have? Why?
(a) Compare and contrast nominal, dichotomous, ordinal, and normal variables. (b) In social science research, why isn’t it important to distinguish between interval and ratio variables?
What percent of the area under the standard normal curve is within one standard deviation of the mean? What does this tell you about scores that are more than one standard deviation away from the mean?
(a) How do z scores relate to the normal curve? (b) How would you interpret a z score of –3.0? (c) What percentage of scores is between a z of –2 and a z of +2? Why is this important?
Why should you not use a frequency polygon if you have nominal data? What would be better to use to display nominal data?
