Why is it necessary to flush a feeding tube with water between each medication administration?
To ensure that that fluid and electrolyte balance is maintained
To give the patient some much needed fluid intake
To prevent interaction of medication with each other
None of the above
The Correct Answer is C
Answer: C
A. Ensuring fluid and electrolyte balance is maintained is an important aspect of patient care but is not the primary reason for flushing the feeding tube between medications.
B. While giving the patient fluid intake is beneficial, the primary purpose of flushing the tube between medications is to prevent interactions between different medications.
C. Flushing the feeding tube with water between medication administrations helps prevent interactions between medications that may be incompatible, ensuring each medication is delivered effectively and safely.
D. This option is incorrect because flushing the tube between medications serves a specific purpose related to medication administration and safety.
Nursing Test Bank
Naxlex Comprehensive Predictor Exams
Related Questions
Correct Answer is B
Explanation
A. Sublingual medications are meant to be absorbed under the tongue and should not be administered through an NG tube, which bypasses this route of absorption.
B. Administering the medication under the tongue is the correct route for sublingual administration. It ensures that the medication is allowed to dissolve completely and is not swallowed immediately. This allows for the intended rapid absorption through the sublingual route.
C. If a client has an NG tube and needs a medication that is typically given sublingually, the nurse should administer the medication under the tongue.
D. Dissolving sublingual medication in water for NG tube administration is not appropriate as it alters the intended route of absorption.
Correct Answer is ["2"]
Explanation
To administer the correct dose of clonidine, which is 0.2 mg, and given that each tablet contains 0.1 mg of clonidine, the nurse would need to administer two tablets. This is because 0.2 mg divided by 0.1 mg per tablet equals 2 tablets.
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