A pharmacy technician is filling a prescription for a liquid medication at a concentration of 250 mg/5 ml. How many ml are needed to provide a dosage of 1 gram?

Prepare for the Pharmacy Technician Calculations Test. Boost your skills with flashcards and multiple choice questions, enhanced with hints and explanations. Excel on your exam!

To determine the correct volume of liquid medication needed to provide a dosage of 1 gram, start by converting grams to milligrams, since the concentration is given in mg/ml.

1 gram is equivalent to 1000 milligrams. The concentration of the medication is 250 mg in 5 ml. To find out how many ml are required to provide 1000 mg, we can set up a proportion based on the concentration.

First, we find out how many mg are in 1 ml:

250 mg / 5 ml = 50 mg/ml

Now, to calculate how many ml are needed for 1000 mg:

1000 mg / (50 mg/ml) = 20 ml

Thus, the calculation shows that to deliver a total dosage of 1000 mg (or 1 gram) of the medication, 20 ml of the liquid is required. The reasoning is based on the direct relationship between concentration and volume, leading to a straightforward calculation.

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