Nursing Elites

1. To resolve a conflict between staff members regarding potential changes in policy, a nurse manager decides to implement the changes she prefers regardless of the feelings of those who oppose those changes. Which of the following conflict-resolution strategies is the nurse manager using?

• A. Competing
• B. Collaborating
• C. Compromising
• D. Cooperating

Correct answer: A

Rationale: The nurse manager is utilizing the competing conflict-resolution strategy. Competing involves making decisions based on one's preferences without considering the opinions or feelings of others. In this scenario, the nurse manager is unilaterally implementing changes despite opposition, demonstrating a competitive approach. Collaborating involves working together to find a mutually beneficial solution, compromising involves finding a middle ground acceptable to both parties, and cooperating involves working together towards a shared goal. These options are not applicable in this situation as the nurse manager is imposing her preferred changes without regard for others' input.

2. Your 54-year-old male HIV-positive patient has just expired. How should you care for this deceased patient?

• A. Bathe the patient, but it is still necessary to use standard precautions because the patient is deceased.
• B. Place the patient in a negative pressure isolated area of the morgue.
• C. Double shroud the patient to prevent the spread of infection.
• D. Bathe the patient using the same standard precautions you used when he was alive.

Correct answer: D

Rationale: Even after a patient has expired, standard precautions should be maintained to prevent the spread of infection. Bathing the deceased patient should be done using the same standard precautions followed when the patient was alive. This includes using personal protective equipment and following proper infection control procedures. Choices A, B, and C are incorrect because standard precautions must still be adhered to even after the patient has passed away to ensure safety and prevent the transmission of infections.

3. Which preventive measure can be employed to decrease the risk of compartment syndrome?

• A. The administration of a potassium-sparing diuretic for heart failure
• B. A bivalve cast for a skeletal fracture
• C. A cerebral diuretic to decrease intracranial pressure after a head injury
• D. A chest tube to restore normal intrathoracic pressure after a pneumothorax

Correct answer: B

Rationale: The correct answer is B. A bivalve cast can help decrease the risk of compartment syndrome by providing space for swelling, thus preventing the build-up of pressure within the muscles. Choices A, C, and D are incorrect because they are not directly related to preventing compartment syndrome. Choice A is more focused on managing heart failure, choice C on reducing intracranial pressure, and choice D on restoring intrathoracic pressure after a pneumothorax, which are not relevant to preventing compartment syndrome.

4. Which of the following foods enhances the absorption of an iron supplement?

• A. Orange juice
• B. Green beans
• C. Fortified milk
• D. Baked potato

Correct answer: A

Rationale: The correct answer is Orange juice. Orange juice enhances the absorption of an iron supplement due to its high vitamin C content. Vitamin C helps in the absorption of non-heme iron, the type of iron found in plant-based foods and iron supplements. Green beans, fortified milk, and baked potato do not have the same level of vitamin C as orange juice, making them less effective in enhancing iron absorption.

5. The doctor has ordered 20 cc per hour of normal saline intravenously for your pediatric patient. You will be using pediatric intravenous tubing that delivers 60 cc per drop. How many drops per minute will you administer using this pediatric intravenous set?

• A. 30 drops per minute
• B. 25 drops per minute
• C. 20 drops per minute
• D. 22 drops per minute

Correct answer: C

Rationale: To calculate the drops per minute, first convert the ordered amount to drops per minute. 20 cc per hour equals 20 drops per hour with 60 cc per drop tubing, which is equivalent to 20 drops per hour * 60 cc per drop = 1200 drops per hour. To find drops per minute, divide 1200 by 60 (minutes in an hour), which equals 20 drops per minute. Therefore, the correct answer is 20 drops per minute. Choices A, B, and D are incorrect as they do not reflect the correct calculation based on the provided information.

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