A patient is ordered 14 g of medication. The medication is available as 0.006 kg/10 mL. How many milliliters should the nurse administer?
23.33 mL should be administered to the patient.
To determine the volume of medication needed, we first convert 14 g to kilograms (0.014 kg) and then use the concentration of the medication (0.006 kg/10 mL) to calculate the required volume. This results in 23.33 mL as the appropriate dosage to administer.
This choice is incorrect because it reflects a misunderstanding of the conversion from grams to kilograms and the subsequent calculations. A dosage of 2.33 mL would not be sufficient to meet the 14 g requirement based on the available concentration.
This option also fails to provide the correct volume needed. It does not accurately represent the conversion and calculations necessary to determine how much of the medication corresponds to 14 g, leading to an underestimation of the required dosage.
This is the correct answer. By converting 14 g to 0.014 kg and using the concentration of 0.006 kg per 10 mL, we find that 23.33 mL is required to deliver the correct amount of medication. The calculation confirms this volume meets the prescribed dosage.
This choice is incorrect as it indicates an overestimation of the required volume. It suggests that twice the necessary amount would be needed, which does not align with the calculations based on the prescribed dosage of 14 g.
The correct administration volume for the medication is 23.33 mL, derived from converting grams to kilograms and applying the concentration appropriately. Understanding these conversions and calculations is crucial in ensuring that patients receive the correct medication dosage, thereby promoting safe and effective treatment outcomes.
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