A young woman who underwent a liver transplant one year ago tells the clinic nurse that she would like to start a family. How should the nurse intervene?
Provide information about the high risk nature of her pregnancy
Explain the benefits of a five-year post-transplant waiting period
Gently remind the client that anti-rejection drugs cause sterility
Determine if the client is considering options for adopting a child
The Correct Answer is B
A. Provide information about the high-risk nature of her pregnancy:
While it is true that pregnancies after organ transplantation are considered high-risk due to potential complications, the initial recommendation often involves waiting for a specified period.
B. Explain the benefits of a five-year post-transplant waiting period
After a liver transplant, healthcare providers typically recommend waiting for a certain period before attempting pregnancy. This waiting period allows the individual's health to stabilize, and it ensures that the transplanted organ is functioning optimally. Pregnancy, being a physiological stressor, can pose additional challenges to individuals with transplants. Waiting for a few years post-transplant is a precautionary measure to minimize potential risks.
C. Gently remind the client that anti-rejection drugs cause sterility:
This statement is not accurate. Anti-rejection drugs can affect fertility, but they do not cause sterility. The discussion should focus on the potential risks and safety considerations for pregnancy after a liver transplant.
D. Determine if the client is considering options for adopting a child:
While adoption might be an option, the primary intervention should involve discussing the waiting period and potential risks associated with pregnancy after a liver transplant.
Nursing Test Bank
Naxlex Comprehensive Predictor Exams
Related Questions
Correct Answer is ["450"]
Explanation
- To calculate the infusion rate, use the formula:
(mL of solution / grams of drug) x (grams ordered / minutes to infuse) x 60
- In this case, the formula becomes: (500 mL / 20 g) x (6 g / 20 min) x 60
- Simplify and solve: (25 mL / g) x (0.3 g / min) x 60
- The answer is 450 mL/hour
- The nurse should set the infusion pump at 450 mL/hour
Correct Answer is ["12"]
Explanation
To solve this problem, the nurse needs to convert the units of oxytocin from units to milliunits.
One unit of oxytocin is equal to 1000 milliunits, so 10 units of oxytocin is equal to 10,000 milliunits.
- The concentration of oxytocin in the solution is 10,000 milliunits per 1000 mL, or 10 milliunits per mL.
- To deliver 2 milliunits per minute, the nurse needs to infuse 0.2 mL per minute of the solution.
- To convert from mL per minute to mL per hour, the nurse needs to multiply by 60 minutes per hour.
- Therefore, the nurse should program the infusion pump to deliver 0.2 x 60 = 12 mL per hour of the solution.
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