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The z score indicates how many standard deviations (SDs) an observed value is away from the expected weight or BMI, based on a subject's age (in months) and sex: no deviation from expected weight or BMI results in a z score change of 0 (SD = 1).
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The ratio of the subjects' observed weight to the standard or expected weight was calculated using standard weights obtained from a chart of desirable weights (listed by age, height, and sex) used by the Life Insurance Corporation of India Ltd. (a Government of India enterprise).
The interventions focus on either small, consistent changes in eating and exercise behaviors, or larger, periodic changes to buffer against expected weight gains.
Adjustment for adult measures addressed whether higher than expected weight gain at specific ages in childhood related to BP or odds of P/HTN among adults with the same BMI (or BMI and height).
Other metabolic changes can negate the expected weight loss benefits of exercise over the long term.
However, the estimation of the expected weight is complex, which renders this method, as used presently, less effective.
An exponential distribution existed between the damage layer thickness and the original performances expected weight loss ratio.
The environmental and economic indicators are corrected for each candidate's technical performance by estimating expected weight changes in the final product based on material indices.
Biological factors, such as changes in metabolic rate, are partly responsible, but would only account for a small deviation from expected weight loss.
Researchers expected weight loss to be about half-pound per week and that participants would weigh themselves six to seven days per week.
People look at data either to describe something -- a classic descriptive statistic question is what's the average attendance at a local sporting event -- or to predict something -- given a person's height, what is their expected weight?
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com