Nursing Elites

1. While assessing an Rh-positive newborn whose mother is Rh-negative, the nurse recognizes the risk for hyperbilirubinemia. Which of the following should be reported immediately?

• A. Jaundice evident at 26 hours
• B. Hematocrit of 55%
• C. Serum bilirubin of 12 mg/dL
• D. Positive Coombs test

Correct answer: C

Rationale: A serum bilirubin level of 12 mg/dL in a newborn is concerning and can indicate a significant risk of hyperbilirubinemia, which requires immediate medical intervention to prevent complications like kernicterus. Jaundice at 26 hours (Choice A) is a symptom, not a laboratory result, and needs monitoring but not an immediate report. Hematocrit of 55% (Choice B) may be elevated but is not indicative of hyperbilirubinemia. A positive Coombs test (Choice D) indicates the presence of antibodies on the newborn's red blood cells but does not directly correlate with the risk of hyperbilirubinemia.

2. What is a priority goal of involuntary hospitalization of the severely mentally ill client?

• A. Re-orientation to reality
• B. Elimination of symptoms
• C. Protection from harm to self or others
• D. Development of self-care skills

Correct answer: C

Rationale: The correct answer is C: 'Protection from harm to self or others.' Involuntary hospitalization is primarily aimed at ensuring the safety of the individual and others. Re-orientation to reality (choice A) may be a goal of treatment but not the primary goal of involuntary hospitalization. Elimination of symptoms (choice B) and development of self-care skills (choice D) are important aspects of treatment but are secondary to the immediate priority of ensuring safety in cases of severe mental illness.

3. Several employees who have a 10-year or longer history of smoking ask the occupational nurse for assistance with smoking cessation. The RN develops a 2-month program that includes weekly group sessions on lifestyle changes and use of OTC products. Which measurement provides the best indication of the program's effectiveness?

• A. Encourage the employees to disclose if they have joined another smoking cessation group.
• B. Ask the employees to inform the group if they stop smoking and if they start back up again.
• C. Survey the employees about their smoking habits.
• D. Observe if the employees are smoking in the designated smoking areas.

Correct answer: C

Rationale: Surveying the employees about their smoking habits provides measurable data on program effectiveness. By collecting data directly from the employees through surveys, the occupational nurse can track changes in smoking habits, frequency, and quantity of cigarettes smoked. This direct feedback allows for a more accurate assessment of the program's impact on smoking cessation. Choices A and B rely on self-disclosure and may not provide reliable or objective data. Choice D does not directly measure changes in smoking habits but rather observes behavior in designated areas, which may not reflect overall smoking cessation progress.

4. To succeed in her health education program, the PHN needs to be adept in:

• A. teaching-learning strategies
• B. providing accurate information
• C. communicating ideas effectively
• D. all of these

Correct answer: D

Rationale: To excel in a health education program, a Public Health Nurse (PHN) must possess a combination of teaching-learning strategies to effectively impart knowledge, provide accurate information to ensure credibility, and communicate ideas effectively to engage and interact with the audience. Therefore, all of these skills are essential for a PHN to succeed in her health education program. Choices A, B, and C are integral components of a successful health education program, making option D the correct answer.

5. From January 1 to 15, 1996, there were 8 cases of Tetanus neonatorum in San Lazaro Hospital. There were two deaths. What is the case fatality ratio of this disease?

• A. 20%
• B. 30%
• C. 28%
• D. 25%

Correct answer: D

Rationale: The case fatality ratio is calculated as (deaths/cases) * 100. In this case, there were 2 deaths out of 8 cases. Therefore, the calculation is (2/8) * 100 = 25%. Choices A, B, and C are incorrect as they do not match the correct calculation.

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