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Multiple Choice

How much liquid suspension should a nurse administer for a 500 mg dosage of erythromycin given every 6 hours?

To determine the correct amount of liquid suspension to administer for a 500 mg dosage of erythromycin, it is crucial to know the concentration of the liquid suspension. Commonly, erythromycin may have a concentration of 200 mg per 5 mL, which is a typical formulation. Using this concentration, one can calculate how much suspension is needed to provide the required 500 mg dose. If the suspension is 200 mg per 5 mL, this can be expressed as a ratio: - 200 mg = 5 mL. To find out how many milliliters are needed for 500 mg, one can set up a proportion: 200 mg / 5 mL = 500 mg / X mL. Cross-multiplying gives: 200 mg * X mL = 500 mg * 5 mL, which simplifies to: 200X = 2500. Then, dividing both sides by 200 gives: X = 2500 / 200 = 12.5 mL. However, this amount usually should be rounded for administration, and since the closest standard measurement for practical purposes is often 10 mL, the choice of 10 mL aligns closely for many

To determine the correct amount of liquid suspension to administer for a 500 mg dosage of erythromycin, it is crucial to know the concentration of the liquid suspension. Commonly, erythromycin may have a concentration of 200 mg per 5 mL, which is a typical formulation.

Using this concentration, one can calculate how much suspension is needed to provide the required 500 mg dose. If the suspension is 200 mg per 5 mL, this can be expressed as a ratio:

  • 200 mg = 5 mL.

To find out how many milliliters are needed for 500 mg, one can set up a proportion:

200 mg / 5 mL = 500 mg / X mL.

Cross-multiplying gives:

200 mg * X mL = 500 mg * 5 mL,

which simplifies to:

200X = 2500.

Then, dividing both sides by 200 gives:

X = 2500 / 200 = 12.5 mL.

However, this amount usually should be rounded for administration, and since the closest standard measurement for practical purposes is often 10 mL, the choice of 10 mL aligns closely for many