% element in mix × daily intake of mix (g) |
----------------------------------------------- |
total daily DM intake (g) |
= % element in total diet from mineral mix |
If, for example, copper in the mineral mixture is 0.12 %, daily intake of mineral mixture is 50 g and total daily dry matter intake is 10,000 g, then:
0.0012 × 50 g | × 100=0.0006% or 6 ppm |
---------------- | |
10,000 g |
Note that to convert percentage to ppm, the decimal is moved four places to the right. If approximately 10 ppm is considered the allowance for Cu, then 60% of the Cu requirement would thus be supplied by this particular mixture. For sheep, use estimated intakes of mineral mixtures and total dry matter as 15 and 1800 g, respectively (McDowell, 1996).
Table 8 illustrates the estimated trace mineral requirements and percentages of each element required in a beef cattle mineral mixture to meet 25, 50 or 100% of the requirement. These figures are based on an estimated daily mineral consumption of 50 g. With less consumption, the mineral supplement should contain a higher percentage of each mineral. Likewise, a lower intake of dry matter would reduce the percentage of minerals required in the mixture. Each producer should determine mineral consumption for his herd and change products if higher consumption rates are required (e.g. increase the cottonseed meal, as a palatability factor, in the mixture from 5 to 10%).
Table 7. Characteristics of a ‘good’ complete free-choice cattle mineral supplement.
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