Which of the following is a common symptom of Guillain-Barre syndrome?
Severe headache and neck stiffness
Chest pain and difficulty breathing
Muscle weakness and paralysis starting in the legs and spreading to the upper body
Blurred vision and eye pain
The Correct Answer is C
A. Severe headache and neck stiffness are more indicative of meningitis, not Guillain-Barré syndrome.
B. Chest pain and difficulty breathing can occur in advanced stages but are not the initial common symptoms.
C. Muscle weakness and paralysis that start in the legs and spread to the upper body are hallmark symptoms of Guillain-Barré syndrome.
D. Blurred vision and eye pain are not typically associated with Guillain-Barré syndrome.
Nursing Test Bank
Naxlex Comprehensive Predictor Exams
Related Questions
Correct Answer is A
Explanation
A. Maintaining the prescribed daily fluid restriction is crucial to manage hyponatremia and prevent further complications.
B. Head elevation is important but not the primary priority in SIADH management.
C. Turning and repositioning is necessary for bedrest patients but not specific to SIADH.
D. Providing oral hygiene is important for overall care but not the primary intervention for SIADH.
Correct Answer is ["15","994"]
Explanation
To calculate the infusion rate in mL/hr for administering dopamine at 10 mcg/kg/min for a client weighing 85.3 kg, you would first convert the weight to micrograms by multiplying by 1,000,000 (since there are 1,000,000 micrograms in a kilogram). This gives you 85,300,000 mcg. Then, you multiply this by the dosage rate, which is 10 mcg/kg/min, resulting in 853,000 mcg/min. Since the pharmacy provides dopamine 800 mg in 250 mL, you convert 800 mg to micrograms (800,000 mcg) to find out how many micrograms are in each mL. This is done by dividing 800,000 mcg by 250 mL, giving you 3200 mcg/mL. Finally, to find out the mL/hr, you divide the required micrograms per minute (853,000 mcg/min) by the concentration of the solution (3200 mcg/mL), which equals approximately 266.56 mL/min. To convert this to mL/hr, multiply by 60, resulting in approximately 15,994 mL/hr. Rounding to the nearest whole number, you would set the infusion pump to 15,994 mL/hr.
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