Nursing Elites

1. The doctor has ordered 1,000 cc of intravenous fluid every 8 hours. You will be using intravenous tubing that delivers 20 cc/drop. At what rate will you adjust the intravenous fluid flow? _____ gtts per minute.

• A. 38 gtts/min
• B. 42 gtts/min
• C. 50 gtts/min
• D. 40 gtts/min

Correct answer: D

Rationale: To calculate the rate: 1000 cc/8 hours = 125 cc/hour. 125 cc/hour * 1 drop/20 cc * 1 hour/60 minutes = 40 gtts/min. Therefore, the correct answer is 40 gtts/min. Choice A (38 gtts/min) is incorrect as it doesn't match the calculation result. Choice B (42 gtts/min) is incorrect as it is not the calculated rate. Choice C (50 gtts/min) is incorrect as it is not the calculated rate either.

2. Nurses on an inpatient care unit are working to help reduce unit costs. Which of the following actions is appropriate to include in the cost-containment plan?

• A. Store opened bottles of normal saline in a refrigerator for up to 48 hours.
• B. Return unused supplies from the bedside to the unit's supply stock.
• C. Wait to dispose of sharps containers until they are completely full.
• D. Use clean gloves rather than sterile gloves for colostomy care.

Correct answer: D

Rationale: Using clean gloves rather than sterile gloves for colostomy care is a cost-effective measure without compromising care quality. This choice helps in reducing costs without compromising patient safety. Storing opened bottles of normal saline in a refrigerator for up to 48 hours (Choice A) may lead to contamination risks. Returning unused supplies to the unit's supply stock (Choice B) can be inefficient and lead to potential waste. Waiting to dispose of sharps containers until they are completely full (Choice C) may pose safety hazards and not directly impact cost savings.

3. How many calories per kilogram does an average full-term infant require when the infant is around 1-2 months old?

• A. 140 calories per kilogram per day
• B. 120 calories per kilogram per day
• C. 100 calories per kilogram per day
• D. 160 calories per kilogram per day

Correct answer: B

Rationale: An average full-term infant requires about 120 calories per kilogram per day at 1-2 months old. This amount is essential for their growth and development during this critical stage. Choices A, C, and D are incorrect as they provide calorie amounts that are either too high or too low for an average full-term infant at 1-2 months old, which could potentially lead to health issues or inadequate nutrition.

4. Which of the following is considered normal for the neonate?

• A. Chest Circumference: 10 to 13 inches
• B. Length: 16 to 22 inches
• C. Weight: 1,500 to 4,000 g
• D. Head Circumference: 12.6 to 14.5 inches

Correct answer: D

Rationale: A normal head circumference for a neonate typically falls within the range of 12.6 to 14.5 inches. Choice A is incorrect because the chest circumference for a neonate is usually smaller. Choice B is incorrect as the length of a neonate is typically shorter. Choice C is incorrect as the weight of a neonate is usually measured in grams and falls within a different range.

5. Your long-term care patient has chronic pain and at this point in time, the patient needs increasing dosages to adequately control this pain. What is this patient most likely affected by?

• A. Drug addiction
• B. Drug interactions
• C. Drug side effects
• D. Drug tolerance

Correct answer: D

Rationale: The correct answer is D: Drug tolerance. When a patient needs increasing dosages to achieve the same pain relief, it indicates the development of drug tolerance. This means the body has adapted to the drug, requiring higher doses to produce the same effect. Choice A, drug addiction, is incorrect because drug addiction involves a psychological and physical dependence on the drug, which is not described in the scenario. Choice B, drug interactions, is incorrect as it refers to the effects when multiple drugs interact with each other, not the situation described. Choice C, drug side effects, is also incorrect as it pertains to the unintended effects of a drug, not the need for higher doses to control pain.

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