A client receives a prescription for penicillin 1.2 million units IM. The available vial is labeled, "600,000 units/2 mL." How many mL should the nurse administer? (Enter numeric value only.)
The Correct Answer is ["4"]
Calculations:
Desired dose: 1.2 million units
Available dose: 600,000 units/2 mL
To find the volume to administer, we can use the following formula:
Volume to administer = (Desired dose / Available dose) * Volume per dose
Volume to administer = (1,200,000 units / 600,000 units/mL) * 2 mL = 4 mL
Therefore, the nurse should administer 4 mL of the penicillin solution.
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Related Questions
Correct Answer is C
Explanation
A) Adding the herb can decrease the need for corticosteroids: There is no substantial evidence that St. John’s Wort affects the need for corticosteroids. Its primary interactions are with medications metabolized by the liver, particularly cyclosporine, rather than affecting corticosteroid requirements directly.
B) Ingestion of St. John's Wort can reduce the client's intake of sodium: St. John’s Wort does not impact sodium intake. Its known interactions are with drugs, particularly those metabolized by the liver, rather than affecting dietary intake or sodium levels.
C) St. John's Wort can decrease plasma concentrations of cyclosporine: St. John’s Wort is a potent inducer of cytochrome P450 enzymes, which can lead to decreased plasma levels of cyclosporine, an immunosuppressant crucial for preventing graft rejection. This interaction can result in subtherapeutic levels of cyclosporine and increase the risk of graft rejection.
D) The client probably used this herb to treat depression: While it is true that St. John’s Wort is commonly used for its antidepressant effects, this is not the most significant concern in the context of a renal transplant. The primary issue is its interaction with cyclosporine, which can significantly impact transplant outcomes.
Correct Answer is ["37.5"]
Explanation
Convert grams to milligrams: 4 grams = 4000 mg
Determine the concentration of magnesium sulfate in the solution: 4000 mg / 500 mL = 8 mg/mL
Calculate the volume needed to deliver 300 mg/hour:
300 mg/hour ÷ 8 mg/mL = 37.5 mL/hour
Therefore, the nurse should set the infusion pump to deliver 37.5 mL/hour.
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