“Normal” BMI is up to 25 kg/m 2 . A laboratory study is being conducted to determine energy expenditure for those who are overweight and/or obese. The researchers have enrolled only subjects with BMI...


“Normal” BMI is up to 25 kg/m2. A laboratory study is being conducted to determine energy expenditure for those who are overweight and/or obese.  The researchers have enrolled only subjects with BMI above 25.0 and have quantified obesity as “units above normal”.  For example, a subject with BMI of 32.3 is recorded as 7.3 (i.e. 32.3 – 25.0 = 7.3). Using this scheme, the mean obesity was found to be 8.7 kg/m2and the standard deviation was 6.4 kg/m2.  If we convert the obesity measure used in this study back into conventional BMI (i.e., add 25.0 units to each measurement), what will the standard deviation be?

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The standard deviation will be larger on the BMI scale because 25.0 units will be added back.



The standard deviation will be the same 6.4 kg/m2



There is not enough information to determine this



The standard deviation will be smaller on the BMI scale because, as a percentage of the whole scale, the difference between each subject and the mean will be smaller.




Jun 09, 2022
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