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S54<br />

Planning energy and macronutrient intakes<br />

Energy intakes <strong>for</strong> individuals may be planned using<br />

the NIV <strong>for</strong> the average energy requirement as a<br />

target. An INL x is not usually set <strong>for</strong> energy intake,<br />

because intakes above the mean requirement would<br />

result in weight gain, which is usually undesirable.<br />

The calculation of the planned mean energy intake<br />

should consider both the person’s body size and his<br />

or her activity level. An example of this approach is<br />

provided in the DRI report on macronutrient intakes<br />

[12]. If AMDRs have been set <strong>for</strong> percentages of energy<br />

from fat, protein, and carbohydrate, then the goal <strong>for</strong><br />

planning an individual’s diet is to ensure that the usual<br />

intakes of these macronutrients by the individual fall<br />

within the ranges.<br />

Using NIVs <strong>for</strong> assessment and planning<br />

<strong>for</strong> groups<br />

Assessing nutrient intakes of groups<br />

Goal<br />

The goal of assessing intakes of groups is to determine<br />

the prevalence of inadequacy and the prevalence of<br />

potentially excessive intakes in the groups [2, 7, 8].<br />

Prevalence of inadequacy<br />

The prevalence of inadequacy is the proportion of the<br />

group whose intakes do not meet their requirements.<br />

Alternatively, the prevalence of adequacy can be calculated<br />

as the proportion of the group who do meet their<br />

requirements <strong>based</strong> on a defined criterion of adequacy.<br />

The prevalence of adequacy (expressed as a percentage)<br />

is equal to 100 minus the prevalence of inadequacy.<br />

Such prevalences should correspond to the proportion<br />

of the group that exhibits the functional outcome (or<br />

criterion) that was used to set the requirement distribution.<br />

If, <strong>for</strong> example, the vitamin C requirement was set<br />

at a level to prevent scurvy, then the prevalence of inadequacy<br />

should correspond to the prevalence of scurvy<br />

within the group. If it was set at a higher level with the<br />

goal of maintaining near-maximal neutrophil concentrations<br />

with minimal urinary loss, as was done in the<br />

<strong>United</strong> States and Canada [13], then the prevalence<br />

of inadequacy should correspond to the proportion<br />

of the population that does not exhibit near-maximal<br />

concentrations in their neutrophils.<br />

There are two ways to determine the prevalence of<br />

inadequacy (or adequacy) <strong>for</strong> a group: the full probability<br />

approach and the cutpoint method. The full<br />

probability approach involves calculating the probability<br />

of inadequacy <strong>for</strong> each person within the group and<br />

then taking the average [14]. The average probability<br />

of inadequacy is then equal to the prevalence of inadequacy.<br />

The cutpoint method is a shortcut of the full<br />

probability approach. The prevalence of inadequacy<br />

is estimated as the proportion of the group with usual<br />

intakes below the ANR. Neither of these methods<br />

requires that intakes be normally (or even symmetrically)<br />

distributed, but other assumptions must be met,<br />

as described below.<br />

Full probability approach<br />

The full probability approach uses the same calculation<br />

that was described <strong>for</strong> estimating the probability of<br />

inadequacy <strong>for</strong> an individual. This probability calculation<br />

is per<strong>for</strong>med by using the usual nutrient intake<br />

<strong>for</strong> each individual in the group and then determining<br />

the average probability. As noted above, the probability<br />

calculations assume that intake and requirements are<br />

independent, and of course, the distribution of requirements<br />

must be known.<br />

Cutpoint approach<br />

The cutpoint approach does not require the calculation<br />

of any probabilities and thus is easier to implement.<br />

The prevalence of inadequacy is simply estimated as<br />

the proportion of the group with usual intakes below<br />

the ANR (fig. 2). For example, if 35% of the group has<br />

usual intakes below the ANR, then the prevalence of<br />

inadequacy would be approximately 35%. However,<br />

the cutpoint approach still requires that intakes and<br />

requirements be independent. Although the requirement<br />

distribution does not have to be known <strong>for</strong> this<br />

method to be used, it must be approximately symmetrical.<br />

There<strong>for</strong>e, the cutpoint approach cannot be used<br />

to determine the prevalence of inadequate iron intakes<br />

<strong>for</strong> menstruating women, because the distribution of<br />

requirements is skewed. Finally, this approach works<br />

best if the actual prevalence of inadequacy is neither<br />

very high nor very low, and if the variability in intakes<br />

among individuals in the group is greater than the<br />

variability in requirements of the individuals. This last<br />

assumption is met by almost all intake distributions,<br />

but it is possible that the variability of intakes could be<br />

very low <strong>for</strong> groups who are eating similar amounts of<br />

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S. P. Murphy and H. H. Vorster<br />

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FIG. 2. Graph of a hypothetical distribution of usual nutrient<br />

intakes <strong>for</strong> a group of people. The area to the left of the<br />

average nutrient requirement (ANR) represents an estimate<br />

of the proportion of the group with inadequate intakes (the<br />

prevalence of inadequacy)

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