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Final concentration of MG was calculated from standard curve of pure MG.
The activation energy for the hydrolysis of Mg was calculated to be 43.13 kJ mol−1.
Magnesium (Mg) was calculated by taking the differential value between total hardness (TH) and calcium (Ca) concentrations.
The net Mg balance (total Mg given – total urine Mg) was calculated.
The amount of MG was calculated by using the standard curve of 2-MQ/5-MQ.
Mean seed weight (mg) was calculated by averaging the weight of ten randomly selected seeds per plant.
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To aid in the development of new alloys and strengthening models, the solute vacancy binding energies for all 17 RE elements in hexagonal close-packed (hcp) Mg are calculated by density functional theory (DFT) in several solute/vacancy configurations.
The equilibrium adsorption capacity qe (mg/g) for a given weight of adsorbent (mg) is calculated according to the following Eq. (6) {text{qe}} = left( {C_{0} - C_{text{e}} } right)frac{V}{m} (6).
The event rates versus rosuvastatin 20 mg were calculated as ratios of the resulting 10-year cardiovascular risk.
Intakes of calcium (mg), phytate (mg), phytate: calcium ratio (mmol/day phytate intake divided by mmol/day calcium intake), and phosphorus (mg) were calculated.
To evaluate whether a dose response relationship could be seen between rosiglitazone and NMSC, the tertile cutoffs for duration of therapy in months and cumulative dose in mg were calculated from the databases and used for analyses.
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