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Author Question: Which rate measures the number of people in a given population who have influenza at a given point ... (Read 75 times)

Kikoku

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on: Jul 8, 2018
Which rate measures the number of people in a given population who have influenza at a given point in time?
 
  A) Adjusted
  B) Incidence
  C) Prevalence
  D) Specific

Question 2

The nurse wishes to compare the number of persons aged 40 to 49 years who die each year with the midyear population of persons in this age range, per 100,000 population. Which type of rate is the nurse attempting to calculate?
 
  A) Adjusted
  B) Incidence
  C) Prevalence
  D) Specific


Liddy

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Reply #1 on: Jul 8, 2018
Answer to Question 1

Ans: C
Feedback:
Prevalence rate is the measure of the number of people in a given population who have an existing condition at a given point in time. Adjusted rate is the statistical procedure that removes the effects of differences in the composition of a population, such as age, when comparing one with another. Incidence rate is the measure of the probability that people without a certain condition will develop that condition over a period of time. Specific rates are detailed rates that are calculated using the number of people in the smaller subgroups of the population in the denominator. Often people are divided into subgroups by age and sex, although any characteristic can be used.

Answer to Question 2

Ans: D
Feedback:
Specific rates are detailed rates that are calculated using the number of people in the smaller subgroups of the population in the denominator. Often people are divided into subgroups by age and sex, although any characteristic can be used. Adjusted rate is the statistical procedure that removes the effects of differences in the composition of a population, such as age, when comparing one with another. Incidence rate is the measure of the probability that people without a certain condition will develop that condition over a period of time. Prevalence rate is the measure of the number of people in a given population who have an existing condition at a given point in time.


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