Nursing Elites

1. Which of the following is the description of a normal cervix on speculum examination in a non-pregnant woman of reproductive age?

• A. Bright red mucosa surrounding the cervical os, in turn surrounded by smooth, pink mucosa
• B. Pink mucosa with multiple small, fluid-filled protrusions
• C. Pink, glistening, smooth mucosa of the exocervix, with a small round or fish-mouthed cervical os
• D. Smooth, pink mucosa and a small, fleshy protrusion through the cervical os

Correct answer: C

Rationale: The correct description of a normal cervix on speculum examination in a non-pregnant woman of reproductive age is pink, glistening, smooth mucosa of the exocervix, with a small round or fish-mouthed cervical os. This appearance is characteristic of a healthy cervix. Choice A is incorrect as a bright red mucosa is not normal. Choice B is incorrect as multiple small, fluid-filled protrusions suggest a different condition. Choice D is incorrect as a fleshy protrusion through the cervical os is abnormal.

2. What is the leading cause of maternal mortality?

• A. Pre-eclampsia
• B. Haemorrhage
• C. Sepsis
• D. Obstructed labour

Correct answer: B

Rationale: The correct answer is B: Haemorrhage. Haemorrhage is a leading cause of maternal mortality due to excessive bleeding during childbirth. While conditions like pre-eclampsia, sepsis, and obstructed labor can also be serious complications during pregnancy and childbirth, they are not the primary cause of maternal mortality worldwide.

3. What prompted Zambia to implement family planning services?

• A. The nation started to experience the effects of rapid population growth on the economy and individual welfare.
• B. Donors provided free family planning pills.
• C. Mothers were delivering twice a year.
• D. There were too many abortions.

Correct answer: A

Rationale: The correct answer is A. Rapid population growth's impact on the economy and individual welfare prompted Zambia to implement family planning services. This is because a rapidly growing population can strain resources, lead to unemployment, poverty, and inadequate access to healthcare. Choice B is incorrect because the provision of free family planning pills by donors may have been a subsequent intervention rather than the initial reason for implementing family planning services. Choice C is irrelevant as the frequency of deliveries by mothers does not directly relate to the implementation of family planning services. Choice D is also incorrect as high abortion rates may be a consequence of inadequate family planning services rather than the reason for their implementation.

4. Which of the following data should not be included in the identification data of gynecological history?

• A. Parity
• B. Lost normal menstrual period
• C. EDD (Expected date of delivery)
• D. Last delivery

Correct answer: C

Rationale: The correct answer is C: EDD (Expected date of delivery). In a gynecological history, EDD is not typically included as it pertains more to obstetric history. Parity, lost normal menstrual period, and last delivery are important components of gynecological history. Parity refers to the number of times a woman has given birth to a fetus past 20 weeks' gestation. Lost normal menstrual period can provide insight into potential gynecological issues, while last delivery details the most recent childbirth experience. Therefore, EDD is the outlier in this context.

5. What is the estimated percentage of deaths due to unsafe abortions from 591 maternal deaths per 100,000 live births?

• A. 0.1
• B. 0.2
• C. 0.3
• D. 0.4

Correct answer: D

Rationale: To calculate the estimated percentage of deaths due to unsafe abortions, you divide the number of deaths due to unsafe abortions by the total number of maternal deaths and then multiply by 100 to get the percentage. In this case, with 591 maternal deaths and 40% estimated to be due to unsafe abortions, the calculation is (591 * 0.4) / 100, which equals 2.36. Therefore, the estimated percentage of deaths due to unsafe abortions from 591 maternal deaths per 100,000 live births is 0.4 or 40%. Choices A, B, and C are incorrect percentages that do not reflect the provided information.

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