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EDITORIAL

Does Dividing the Range by Four Provide an Accurate Estimate of a Standard Deviation in Family Science Research? A Teaching Editorial

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Figures & data

Table 1. Descriptive data for age of respondents or ages of respondents’ siblings compared with range divided by four estimates for standard deviations from 35 articles published in Marriage & Family Review, 2012–2015.

Table 2. Descriptive data for number of children or number of siblings for respondent compared with range divided by four estimates for standard deviations from five articles published in Marriage & Family Review, 2012–2015.

Table 3. Descriptive data for duration of relationship (years) for respondents compared with range divided by four estimates for standard deviations from four articles published in Marriage & Family Review, 2012–2015.

Table 4. Descriptive data for education of respondents compared with range divided by four estimates for standard deviations from seven articles published in Marriage & Family Review, 2012–2015.

Figure 1. Ratio (range divided by standard deviation) as a function of skew ([mean – minimum] divided by [maximum – minimum]).

Figure 1. Ratio (range divided by standard deviation) as a function of skew ([mean – minimum] divided by [maximum – minimum]).

Figure 2. Ratio (range divided by standard deviation) as a function of SKEWMAG (absolute value of the deviation of the mean from its center of range).

Figure 2. Ratio (range divided by standard deviation) as a function of SKEWMAG (absolute value of the deviation of the mean from its center of range).

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