Which patient would most likely benefit from a sitz bath?
A patient who recently underwent hemorrhoid surgery
A patient with a fractured right arm
A patient with an abscessed tooth
A patient suffering from painful back muscle spasms
The Correct Answer is A
Choice A rationale:
Hemorrhoids are swollen veins in the anus and rectum that can cause pain, itching, and bleeding. Sitz baths are a common and effective treatment for hemorrhoids because they can help to:
Reduce inflammation and pain Promote healing
Relax the anal sphincter muscles Cleanse the anal area
Warm water helps to increase blood flow to the area, which can help to reduce swelling and inflammation. The water also helps to soothe and cleanse the irritated tissues.
Sitz baths are typically taken for 10-15 minutes at a time, several times a day. They can be taken in a bathtub or a special sitz bath basin that fits over a toilet seat.
Choice B rationale:
A fractured right arm would not benefit from a sitz bath. Sitz baths are specifically for treating the anal and rectal area.
Choice C rationale:
An abscessed tooth would not benefit from a sitz bath. Sitz baths are specifically for treating the anal and rectal area.
Choice D rationale:
Painful back muscle spasms would not benefit from a sitz bath. Sitz baths are specifically for treating the anal and rectal area.
Nursing Test Bank
Naxlex Comprehensive Predictor Exams
Related Questions
Correct Answer is A
Explanation
Choice A rationale:
Standing orders are pre-approved orders that nurses can implement for specific patient situations without requiring a new order from a provider each time. They are designed to streamline care, promote efficiency, and ensure consistency in treatment. In this case, the standing order for EKGs on all cardiac unit admissions serves several key purposes:
Correct Answer is A
Explanation
Step 1: Convert the prescribed dose to milligrams. 400 mcg = 0.4 mg (since 1 mg = 1000 mcg)
Step 2: Compare the prescribed dose to the pill strength. The prescribed dose is 0.4 mg.
The pill strength is 0.4 mg.
Step 3: Determine the number of pills needed.
Since the prescribed dose and pill strength are equal, only one pill is needed to administer the correct dose.
Rationale for Choice A:
Correct: One pill of 0.4 mg will provide the exact dose of 400 mcg that has been prescribed.
Direct match: The pill strength matches the prescribed dose, eliminating the need for any calculations or adjustments.
Therapeutic equivalence: Administering one pill ensures that the patient receives the intended amount of medication to achieve the desired therapeutic effect.
Adherence to prescription: Conforms to the healthcare provider's instructions, promoting accurate and safe medication administration.
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