A patient with hypotension has an order for 1000 mL of 0.9% Normal Saline over 3 hours.
The tubing drop factor is 10 gtt/mL. How many gtt/min should be given? (This is a med math nd does not require options)
The Correct Answer is ["56"]
Step 1 is to calculate the total drops per hour. This is done by multiplying the total volume of the solution by the drop factor and then dividing by the total time in minutes. So, (1000 mL × 10 gtt/mL) ÷ 180 min = 55.56 gtt/min. The final calculated answer is approximately 56 gtt/min when rounded to the nearest whole number.
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Naxlex Comprehensive Predictor Exams
Related Questions
Correct Answer is B
Explanation
Choice A rationale
While tremors and decreased mobility are common symptoms of Parkinson’s disease, they are not the most significant impact on a patient’s life. These physical symptoms can be managed with medication and physical therapy.
Choice B rationale
Loss of independence is often the most significant impact on a patient’s life. As the disease progresses, patients may find it increasingly difficult to perform daily activities and may require assistance.
Choice C rationale
Age-related changes can contribute to the progression of Parkinson’s disease, but they are not the most significant impact on a patient’s life. The disease itself, rather than aging, is the primary cause of the symptoms.
Choice D rationale
Neurologic deficits are a result of Parkinson’s disease, but they are not the most significant impact on a patient’s life. The loss of independence that results from these deficits is often more impactful.
Correct Answer is ["0.9 "]
Explanation
Step 1: We are instructed to administer tobramycin 35mg IM every 8 hours. The available supply is 40mg in a 1 mL vial.
Step 2: We need to find out how many mL’s should the nurse administer. Step 3: We can set up a proportion to solve this.
Step 4: If 40mg is equivalent to 1mL, then 35mg is equivalent to x mL. Step 5: Solving for x gives us x = (35mg ÷ 40mg) × 1mL.
Step 6: Calculating the above expression gives us x = 0.875 mL.
Step 7: Rounding our answer to the nearest tenth, we get 0.9 mL. So, the nurse should administer 0.9 mL.
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