A nurse is reviewing the laboratory results of a client who has Parkinson's disease and a prescription for carbidopa/levodopa. Which of the following values should the nurse report to the provider?
Fasting blood glucose 96 mg/dL
Hemoglobin 10 g/dL
Platelet count 200,000/mm3
BUN 10 mg/dL
The Correct Answer is B
Choice A rationale:
A fasting blood glucose level of 96 mg/dL is within a normal range and is not typically associated with carbidopa/levodopa therapy.
Choice B rationale:
Hemoglobin levels of 10 g/dL may indicate anemia, which can exacerbate symptoms in clients with Parkinson's disease and affect the effectiveness of carbidopa/levodopa.
Choice C rationale:
A platelet count of 200,000/mm3 is within a normal range and is not typically associated with carbidopa/levodopa therapy.
Choice D rationale:
A blood urea nitrogen (BUN) level of 10 mg/dL is within a normal range and is not typically associated with carbidopa/levodopa therapy.
Nursing Test Bank
Naxlex Comprehensive Predictor Exams
Related Questions
Correct Answer is A
Explanation
Choice A rationale:
Following hypospadias repair, a urinary catheter is often placed to ensure proper healing. The duration of catheterization varies, but about 1 week is a common timeframe.
Choice B rationale:
Clamping the catheter tubing for extended periods is not a standard practice and can cause discomfort and complications.
Choice C rationale:
Applying antifungal ointment is not typically required after hypospadias repair.
Choice D rationale:
A prophylactic antibiotic is not typically prescribed for 6 weeks following hypospadias repair.
Correct Answer is ["0816"]
Explanation
To calculate the estimated date of delivery using Nägele's rule, follow these steps:
-Add 7 days to the first day of the last menstrual period. In this case, November 9 + 7 days = November 16.
- Subtract 3 months from the month of the last menstrual period. In this case, November - 3 months = August.
The estimated date of delivery is August 16
The rationale for this rule assumes that the average menstrual cycle is 28 days long and that ovulation occurs on day 14 of the cycle. Therefore, adding 7 days to the first day of the last menstrual period approximates the date of conception. Subtracting 3 months from the month of the last menstrual period adjusts for the difference between the lunar calendar (13 months) and the Gregorian calendar (12 months).
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