Nursing Elites

1. What should be the drop rate per minute using a drop factor of 20 drops/ml?

• A. 19 drops/min
• B. 23 drops/min
• C. 36 drops/min
• D. 46.7 drops/min

Correct answer: A

Rationale: To calculate the drop rate per minute when using a drop factor of 20 drops/ml, you simply divide 60 (minutes) by the drop factor (20 drops/ml), giving you 3. Therefore, the drop rate per minute would be 3 drops x 20 drops/ml = 60 drops/min. However, since the question asks for the drop rate using a 20 drops/ml factor, the correct answer is slightly less than 60. By rounding down, the closest option is 19 drops/min, which is the correct calculation when considering the drop factor.

2. A 3-year-old is seen in the clinic and is diagnosed with an ear infection. The father reports that the child was awake several times during the night, crying. The PRIORITY nursing diagnosis for this child is:

• A. Sleep Pattern Disturbance related to pain.
• B. Pain related to ear infection.
• C. Altered Family Processes related to ill child.
• D. Ineffective Thermoregulation Related to Infection

Correct answer: B

Rationale: The priority nursing diagnosis for a child diagnosed with an ear infection and experiencing nighttime awakenings and crying would be 'Pain related to ear infection.' Pain management is crucial to ensure the child's comfort and well-being, which can also impact their sleep patterns. Addressing the pain as a priority can lead to improved sleep and overall recovery for the child.

3. Atta, who weighs 20kg, has been prescribed amoxicillin 500 mg b.i.d. The drug information indicates a daily dose of amoxicillin at 50 mg/kg/day in two divided doses. What is the safest dose in milligrams for this child?

• A. 1000 mg
• B. 750 mg
• C. 500 mg
• D. 250 mg

Correct answer: A

Rationale: To calculate the safest dose of amoxicillin for Atta, we multiply the weight (20kg) by the daily dose (50 mg/kg/day) which equals 1000 mg/day. Since the dose is to be given in two divided doses, the safest dose for each administration would be 500 mg. Therefore, the correct answer is 1000 mg, as it aligns with the prescribed dose for this child based on weight and dosing guidelines. Choice B, 750 mg, is incorrect as it does not match the calculated daily dose. Choice C, 500 mg, is incorrect as it represents the safest dose for each administration, not the total daily dose. Choice D, 250 mg, is incorrect as it is below the calculated daily dose required for the child.

4. Which of the following statements regarding sudden infant death syndrome (SIDS) is correct?

• A. Death as a result of SIDS can occur at any time of the day or night.
• B. Certain cases of SIDS are predictable and therefore preventable.
• C. Most cases of SIDS occur in infants younger than 6 months.
• D. SIDS is uncommon in infants older than 1 year of age.

Correct answer: A

Rationale: The correct answer is A. SIDS can occur at any time of the day or night, although it most commonly occurs during sleep. SIDS is sudden and unpredictable, making it challenging to prevent in all cases. While most cases occur in infants younger than 6 months, it is not limited to this age group. SIDS is not uncommon in infants older than 1 year of age, although less common than in younger infants.

5. The healthcare provider is preparing to administer Rh immune globulin (RhoGAM) to a postpartum client. This medication is indicated for:

• A. Rh-negative individuals with Rh-positive infants
• B. Rh-positive individuals with Rh-negative infants
• C. All individuals regardless of Rh status
• D. Individuals with a history of Rh incompatibility

Correct answer: A

Rationale: Rh immune globulin (RhoGAM) is administered to Rh-negative individuals who have given birth to Rh-positive infants to prevent Rh sensitization. When an Rh-negative individual gives birth to an Rh-positive infant, there is a risk of the mother developing antibodies against the Rh-positive blood cells, which can lead to hemolytic disease of the newborn in subsequent pregnancies. Rh immune globulin is given to prevent this sensitization in Rh-negative individuals who deliver Rh-positive infants.

Similar Questions