Exam 11: Analyzing and Interpreting Data for Decisions

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The median represents the degree of spread of responses among the response categories.

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Standard deviation can be used for both ratio and interval data analysis.

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The use of statistical tests decreases the need for use of theory, predetermined hypotheses, and common sense.

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The output of the data analysis process should always lead to better decision making.

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Percents cannot be averaged unless the percentage is weighted by the size of the sample responding to the question.

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If 100 out of 1000 users of brand A were medium users (i.e., 10%), and 200 respondents out of 400 users of brand B were medium users (i.e., 50%), the average number of medium users for brands A and B would be

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Which of the following statements is true? If only a portion of the respondents answered a specific question, the frequency distribution (percentage) of the responses for that question is best computed as

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The mode is:

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For ordinal data, the measure(s) of central tendency and dispersion that can be computed is(are)

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The median is:

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Mode is the measure of central tendency used with nominal data.

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The mode is the most frequently occurring response.

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We usually think of a cross-tabulation table as looking at

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Dealing with "don't know" or "no opinion" responses is a matter of analyst judgment.

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The mean is the most frequently occurring response.

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The use of statistical tests increased the need for use of theory, predetermined hypotheses, and common sense.

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Data bits are combined into pieces of information, which are combined into implications, which suggest decision alternatives, which lead to decisions.

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Percents can be averaged without the percentage being weighted by the size of the sample responding to the question.

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The output of the data analysis process does not lead to better decision making.

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Causal relationships can be determined from cross-tabulated data.

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