Values from ordinal scales can be compared and measured "less than or more than" with other items.
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Q19: A person's age would be an example
Q20: Measurement involves only nominal, ordinal, and interval
Q21: Nominal scales are considered quantitative rather than
Q22: Nominative scale uses parametric statistical techniques.
Q23: Ordinal scales goes a step further than
Q25: The results of ordinal scales reveal position
Q26: Ordinal scales indicate a difference, direction of
Q27: Interval scales indicate a difference, direction of
Q28: Interval scales have a no natural origin
Q29: Dispersion about the mean in interval scales
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