Nursing Elites

1. What is the main purpose of the working phase of the nurse-patient relationship?

• A. Establish a formal or informal contract that addresses the patient's problems.
• B. Implement nursing interventions that are designed to achieve expected patient outcomes.
• C. Develop rapport and trust so the patient feels supported, and the initial plan can be identified.
• D. Clearly identify the role of the nurse and establish the parameters of the professional relationship.

Correct answer: B

Rationale: The main purpose of the working phase in the nurse-patient relationship is to implement nursing interventions that are specifically tailored to achieve the expected patient outcomes. During this phase, the nurse actively works with the patient to put the care plan into action and make progress towards reaching the desired health goals. It involves the application of therapeutic communication, problem-solving, and interventions to address the patient's needs. Establishing rapport and trust is typically done in the orientation phase, while defining roles and boundaries usually occurs in the introductory phase of the relationship. Choices A, C, and D are incorrect as they describe activities more aligned with other phases of the nurse-patient relationship, such as orientation and introductory phases.

2. The nurse observes an unlicensed assistive personnel (UAP) taking a client's blood pressure with a cuff that is too small, but the blood pressure reading obtained is within the client's usual range. What action is most important for the nurse to implement?

• A. Tell the UAP to use a larger cuff at the next scheduled assessment.
• B. Reassess the client's blood pressure using a larger cuff.
• C. Have the unit educator review this procedure with the UAPs.
• D. Teach the UAP the correct technique for assessing blood pressure.

Correct answer: B

Rationale: The most important action is to ensure that an accurate BP reading is obtained. The nurse should reassess the blood pressure with the correct size cuff (B) to obtain an accurate reading. Postponing reassessment (A) could lead to inaccurate results. While (C and D) are important actions for education and quality improvement, they are not as critical as obtaining an accurate blood pressure reading in this situation.

3. A client is to receive 10 mEq of KCl diluted in 250 ml of normal saline over 4 hours. At what rate should the nurse set the client's intravenous infusion pump?

• A. 13 ml/hour.
• B. 63 ml/hour.
• C. 80 ml/hour.
• D. 125 ml/hour.

Correct answer: B

Rationale: The correct calculation involves dividing the total volume by the total time. In this case, 250 ml/4 hours = 63 ml/hour. The dose of KCl is not used in the calculation as the focus is on the rate of infusion over the specified time period. Choice A (13 ml/hour) is incorrect as it does not result from the correct calculation. Choice C (80 ml/hour) and Choice D (125 ml/hour) are also incorrect calculations and do not match the correct rate of infusion required.

4. A client has an elevated AST 24 hours following chest pain and shortness of breath. This is suggestive of which of the following?

• A. Gallbladder disease
• B. Liver disease
• C. Myocardial infarction
• D. Skeletal muscle injury

Correct answer: C

Rationale: An elevated AST level following chest pain and shortness of breath is suggestive of myocardial infarction. AST is released from damaged heart muscle cells during a heart attack, indicating cardiac involvement. This enzyme is not specific to liver disease, gallbladder disease, or skeletal muscle injury in this clinical context.

5. A client is to receive cimetidine (Tagamet) 300 mg q6h IVP. The preparation arrives from the pharmacy diluted in 50 ml of 0.9% NaCl. The nurse plans to administer the IVPB dose over 20 minutes. For how many ml/hr should the infusion pump be set to deliver the secondary infusion?

• A. 75 ml/hr
• B. 150 ml/hr
• C. 225 ml/hr
• D. 300 ml/hr

Correct answer: B

Rationale: To calculate the infusion rate, set up a ratio proportion problem: 50 ml/20 min = x ml/60 min. Cross multiply to solve: 50 × 60 / 20 = 150 ml/hr. Therefore, the infusion pump should be set to deliver the secondary infusion at a rate of 150 ml/hr. Option A, 75 ml/hr, is incorrect because it does not account for the correct calculation. Option C, 225 ml/hr, is incorrect as it is too high a rate based on the calculation. Option D, 300 ml/hr, is also incorrect as it does not align with the correct calculation for the infusion rate.

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