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Nutrition Science and Everyday Application - beta v 0.1

Nutrition Science and Everyday Application - beta v 0.1

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DEFINING NUTRIENT REQUIREMENTS: DIETARY REFERENCE INTAKES 43<br />

on the x-axis. Imagine this graph is depicting individual calcium requirements. The people on<br />

the left side of the graph have lower calcium requirements, <strong>and</strong> the people on the right side<br />

of the graph have higher calcium requirements. If everyone was eating the EAR for calcium,<br />

half would be getting enough calcium <strong>and</strong> half would not. Therefore, it wouldn’t be wise<br />

to recommend that everyone only consume the EAR, because about half of the population<br />

would fall short in calcium if this was set as the recommendation. EAR values are most<br />

important because they are used to calculate the Recommended Daily Allowance<br />

(RDA) values, which are commonly used as population-wide recommendations for<br />

nutrient intake.<br />

Figure 1.10. EAR <strong>and</strong> RDA relative to individual requirements for a given nutrient.<br />

Recommended Daily Allowances<br />

Once the EAR of a nutrient has been established, the RDA value can be mathematically<br />

determined. While the EAR is set at a point that meets the needs of half the population,<br />

RDA values are set to meet the needs of the vast majority (97 to 98 percent) of the<br />

target healthy population. You can see this in the graph above. The RDA is a better<br />

recommendation for the population, because we can assume that if a person is consuming<br />

the RDA of a given nutrient, they are most likely meeting their nutritional needs for that<br />

nutrient.<br />

This also explains why the RDA is not the same thing as an individual nutritional<br />

requirement. You may be consuming less than the RDA for calcium, but this does not

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