The nurse teaching a patient who is diagnosed with human immunodeficiency virus (HIV), would include which information regarding an activity that has the highest potential to spread the disease to relatives or friends in a household?
Sharing eating utensils
Sharing a razor
Kissing on the mouth
Using the same toilet
The Correct Answer is B
A. Sharing eating utensils does not transmit HIV, as the virus is not spread through saliva.
B. Sharing razors is a high-risk activity for transmitting HIV because it can involve direct blood-to-blood contact if the razor causes cuts.
C. HIV transmission through kissing is highly unlikely due to low levels of the virus in saliva.
D. HIV cannot be spread through shared toilets, as the virus does not survive on surfaces and is not spread through casual contact.
Nursing Test Bank
Naxlex Comprehensive Predictor Exams
Related Questions
Correct Answer is ["B","D","E"]
Explanation
A. Coughing can increase ICP by increasing intrathoracic pressure and should be minimized in patients with head injuries.
B. Elevating the head of the bed to 30-45 degrees promotes venous drainage from the head, reducing ICP.
C. Active stimulation can increase ICP and is generally avoided in patients with acute head injuries.
D. Serial neurologic assessments help monitor any changes in the patient’s condition and ICP, allowing for timely intervention.
E. Sustained ICP levels between 30-40 mmHg are significantly elevated and require immediate communication with the healthcare provider, as they are above the normal range and could lead to further complications
Correct Answer is ["1.3"]
Explanation
To calculate the dosage of clindamycin, first convert the patient's weight from pounds to kilograms, knowing that 1 kg equals 2.2 lbs. The patient weighs 88 lbs, which is equivalent to 40 kg (88 lbs / 2.2 lbs per kg). The prescribed dose is 10 mg/kg/day, so the patient requires 400 mg/day (10 mg/kg * 40 kg). Since the medication is to be administered in two divided doses, each dose will be half of the daily requirement, resulting in 200 mg per dose. The medication is supplied at a concentration of 150 mg/mL, so to find out how many milliliters per dose, divide the dose in milligrams by the concentration: 200 mg / 150 mg/mL, which equals 1.33 mL. Rounded to the nearest tenth, the nurse will administer 1.3 mL per dose.
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