The patient with glaucoma is usually started on the lowest dose of medication. Which of the following is the preferred initial ophthalmic medication?
Carbonic anhydrase inhibitors
Prostaglandins
Alpha-agonists
Beta-blockers
The Correct Answer is B
The correct answer is: = b. Prostaglandins
Choice A: Carbonic anhydrase inhibitors: These medications can be used for glaucoma, but they are not typically the first-line treatment due to potential side effects.
Choice B: Prostaglandins (Correct Answer) These are often the preferred initial medication for glaucoma because they are effective at lowering eye pressure, have minimal systemic side effects, and are typically used once daily.
Choice C: Alpha-agonists: These medications can be used as an adjunct to other glaucoma medications but are not usually the first choice due to potential side effects like dry mouth and fatigue.
Choice D: Beta-blockers: While once a common first-line treatment, beta-blockers have been largely replaced by prostaglandins due to potential side effects like slowed heart rate and worsened breathing problems.
Nursing Test Bank
Naxlex Comprehensive Predictor Exams
Related Questions
Correct Answer is A
Explanation
Choice A rationale
Ascending muscle weakness is a classic symptom of Guillain-Barre syndrome. It often starts in the feet and legs before spreading to the upper body and arms.
Choice B rationale
Difficulty with urination is not a typical symptom of Guillain-Barre syndrome.
Choice C rationale
Ptosis (drooping of the upper eyelid) and diplopia (double vision) are not common symptoms of Guillain-Barre syndrome.
Choice D rationale
Ear distortion and pain are not associated with Guillain-Barre syndrome.
Correct Answer is ["0.9 "]
Explanation
Step 1: We are instructed to administer tobramycin 35mg IM every 8 hours. The available supply is 40mg in a 1 mL vial.
Step 2: We need to find out how many mL’s should the nurse administer. Step 3: We can set up a proportion to solve this.
Step 4: If 40mg is equivalent to 1mL, then 35mg is equivalent to x mL. Step 5: Solving for x gives us x = (35mg ÷ 40mg) × 1mL.
Step 6: Calculating the above expression gives us x = 0.875 mL.
Step 7: Rounding our answer to the nearest tenth, we get 0.9 mL. So, the nurse should administer 0.9 mL.
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