A nurse is evaluating a patient who is suffering from prostatic hypertrophy.
What symptoms associated with urinary retention should the nurse anticipate? (Choose all that apply)
Sensation of pressure
Dysuria
Bladder distension
Tenderness over the symphysis pubis
Correct Answer : A,B,C,D
Choice A rationale
Sensation of pressure is a common symptom of urinary retention due to prostatic hypertrophy.
Choice B rationale
Dysuria, or painful urination, can occur due to the enlarged prostate pressing against the urethra.
Choice C rationale
Bladder distension is a result of the bladder becoming overly full due to inability to fully empty the bladder.
Choice D rationale
Tenderness over the symphysis pubis can occur due to the bladder being overly full and distended.
Nursing Test Bank
Naxlex Comprehensive Predictor Exams
Related Questions
Correct Answer is D
Explanation
Choice A rationale
Bacteria are not a known risk factor for osteoarthritis. Osteoarthritis is a degenerative joint disease, not an infectious disease caused by bacteria.
Choice B rationale
Diuretics are a type of medication used to remove excess water from the body. They are not a known risk factor for osteoarthritis.
Choice C rationale
Aging is a risk factor for osteoarthritis. The risk of developing osteoarthritis increases with age.
Choice D rationale
Obesity is a significant risk factor for osteoarthritis. Excess weight puts additional stress on weight-bearing joints, such as the knees and hips, which can lead to the development of osteoarthritis.
Correct Answer is ["7"]
Explanation
The nurse is preparing to administer amoxicillin 350 mg orally. The available amoxicillin is 250 mg per 5 mL.
Step 1: To find out how many mL the nurse should administer, we need to set up a proportion to calculate the dosage. The proportion is set up as follows: 350 mg (desired dose) : X mL (unknown quantity) = 250 mg (available dose) : 5 mL (known quantity)
Step 2: Cross-multiply to solve for X: 350 mg * 5 mL = 250 mg * X mL Step 3: Simplify the equation: 1750 mgmL = 250X mgmL Step 4: Divide both sides by 250 mg to solve for X: X = 1750 mg*mL ÷ 250 mg = 7 mL.So, the nurse should administer 7 mL of amoxicillin.
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