The nurse begins collecting the medical history of a child when the child screams and tries to hide behind the parent, dropping a stuffed toy. Which intervention should the nurse implement?
Obtain the essential information as quickly as possible.
Document interactions between the parent and the child.
Ignore the child's behavior, directing questions to a parent.
Include the child's toy in the collection of information.
The Correct Answer is D
The nurse should implement the intervention of including the child's toy in the collection of information when the child screams and tries to hide behind the parent, dropping a stuffed toy. This can help engage the child and make them feel more comfortable during the medical history collection process. The other options (A, B, and C) are not appropriate interventions in this situation.
Nursing Test Bank
Naxlex Comprehensive Predictor Exams
Related Questions
Correct Answer is A
Explanation
The boy's reported symptoms may indicate stress or anxiety related to his school experience. By asking the boy to describe a typical day at school, the nurse can gather information about the child's interactions with teachers and peers, academic performance, and any other potential sources of stress. This information can be used to develop an appropriate plan of care that addresses the child's emotional and physical needs.
Comparing vital signs or conducting a neurological assessment may not provide useful information in this case, and counseling the parents to pay more attention to the child is not a recommended intervention without first identifying the underlying cause of the child's symptoms.
Correct Answer is ["1.8"]
Explanation
The nurse should administer 1.8 mL of diazepam.
To calculate the volume of diazepam to be administered, you would first calculate the total dose of diazepam for this child by multiplying the child's weight (30 kg) by the prescribed dose (0.3 mg/kg). This calculation gives a total dose of 9 mg (30 kg x 0.3 mg/kg = 9 mg). Next, you would divide the total dose (9 mg) by the concentration of the medication (5 mg/mL) to determine the volume to be administered. This calculation gives a volume of 1.8 mL (9 mg / 5 mg/mL = 1.8 mL).
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