The drug of choice for treatment of gonorrhea is:
ceftriaxone.
penicillin G.
acyclovir.
tetracycline.
The Correct Answer is A
Choice A reason: Ceftriaxone is a third-generation cephalosporin that is effective against Neisseria gonorrhoeae, the bacteria that causes gonorrhea. It is administered as a single intramuscular injection and has a high cure rate.
Choice B reason: Penicillin G is not the drug of choice for gonorrhea because of the widespread resistance of N. gonorrhoeae to this antibiotic. Penicillin G may be used in combination with other drugs for some cases of gonorrhea, but it is not the first-line treatment.
Choice C reason: Acyclovir is an antiviral drug that is used to treat herpes simplex virus infections, not bacterial infections like gonorrhea. Acyclovir has no effect on N. gonorrhoeae and is not indicated for gonorrhea treatment.
Choice D reason: Tetracycline is a broad-spectrum antibiotic that can be used to treat some bacterial infections, but it is not the drug of choice for gonorrhea. Tetracycline has a lower efficacy and a higher rate of adverse effects than ceftriaxone for gonorrhea treatment.
Nursing Test Bank
Naxlex Comprehensive Predictor Exams
Related Questions
Correct Answer is A
Explanation
Choice A reason:
Nagele's rule for calculating the estimated date of confinement (EDC) involves subtracting 3 months from the first day of the last menstrual period and adding 7 days. For February 13th, subtracting 3 months gives us November 13th, and adding 7 days gives us November 20th. This is the most accurate calculation for the estimated date of confinement.
Choice B reason:
This choice is not accurate according to Nagele's rule. Adding 7 days to November 13th would give November 20th, not November 27th.
Choice reason:
This choice is not accurate according to Nagele's rule. Adding 7 days to November 13th would give November 20th, not November 21st.
Choice D reason:
This choice is not accurate according to Nagele's rule. Subtracting 3 months from February 13th would give November 13th, not November 14th.
Correct Answer is ["A","B","C"]
Explanation
Choice A reason: Normal weight women should gain 11.5 to 16 kg during pregnancy, according to the Institute of Medicine (IOM) guidelines. This is based on the body mass index (BMI) of 18.5 to 24.9 before pregnancy.
Choice B reason: Underweight women should gain 12.5 to 18 kg during pregnancy, according to the IOM guidelines. This is based on the BMI of less than 18.5 before pregnancy. Underweight women are at risk of having low birth weight infants, so they need to gain more weight to support fetal growth and development.
Choice C reason: Adolescents are encouraged to strive for weight gains at the upper end of the recommended scale, according to the IOM guidelines. This is because adolescents are still growing themselves and need extra nutrients and calories to meet their own needs and those of the fetus.
Choice D reason: In twin gestations, the weight gain recommended for a single fetus pregnancy should not be simply doubled. The IOM guidelines suggest that women with twin gestations should gain 16.5 to 24.5 kg if they have a normal weight before pregnancy, 14 to 22.5 kg if they are overweight, and 11 to 19 kg if they are obese.
Choice E reason: Obese women should gain at least 7 to 11.5 kg during pregnancy, according to the IOM guidelines. This is based on the BMI of 30 or more before pregnancy. Obese women are at risk of having complications such as gestational diabetes, preeclampsia, and cesarean delivery, so they need to limit their weight gain to avoid further complications.
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