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![Understanding The Concept Of Population Attributable Risk
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What is population attributable risk? and what is the formula used.
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Population Attributable Risk (PAR) is a measure used in epidemiology to estimate the proportion of cases in a population that can be attributed to a specific exposure. It is calculated by comparing the incidence of disease among those exposed to a risk factor to the incidence of disease in the entire population, and quantifying the difference between the two. Understanding The Concept Of Population Attributable Risk
The formula used to calculate population attributable risk is: PAR = P(E) x [RR - 1] / [1 + P(E) x (RR - 1)] where: P(E) = prevalence or proportion of the population exposed to the risk factor RR = relative risk of disease associated with the exposure to the risk factor In this formula, the term [RR - 1] represents the excess risk of disease associated with the exposure to the risk factor, compared to those who are not exposed. The numerator, P(E) x [RR - 1], calculates the number of cases of the disease that can be attributed to the exposure, and the denominator, [1 + P(E) x (RR - 1)], is the total number of cases in the population.
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Let's consider an example to understand the concept of PAR better. Suppose we want to estimate the population attributable risk of smoking for lung cancer in a population. If the prevalence of smoking in the population is 20%, and the relative risk of developing lung cancer due to smoking is 2.0, then we can calculate the PAR as follows: PAR = 0.20 x [2.0 - 1] / [1 + (0.20 x (2.0 - 1))] = 0.20 x 1.0 / 1.20 = 0.167 or 16.7% This means that 16.7% of the cases of lung cancer in the population can be attributed to smoking. If we assume that the total number of cases of lung cancer in the population is 100, then we can estimate that 16.7 cases of lung cancer can be prevented if we eliminate the exposure to smoking in the population. Population attributable risk is a useful measure in epidemiology and public health research as it helps to identify the modifiable risk factors that contribute to the burden of disease in the population. It can inform public health policies and interventions aimed at reducing the incidence of the disease Understanding The Concept Of Population Attributable Risk
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Final answer
In summary, population attributable risk (PAR) is a measure used to estimate the proportion of cases of a particular disease or health outcome in a population that can be attributed to a specific exposure or risk factor. It helps to understand the burden of disease that can be prevented by reducing or eliminating the exposure to the risk factor. The formula used to calculate PAR(PAR = P(E) x [RR - 1] / [1 + P(E) x (RR - 1)] takes into account the prevalence of the exposure and the relative risk of disease associated with the exposure. PAR is a useful measure in epidemiology and public health research, as it can inform public health policies and interventions aimed at reducing the incidence of the disease Understanding The Concept Of Population Attributable Risk](https://onlinebusinesspapers.com/solution/question-screenshot/2077-revision-v1)
Expert Answer
Understanding The Concept Of Population Attributable Risk
Step 1/2
Population Attributable Risk (PAR) is a measure used in epidemiology to estimate the proportion of cases in a population that can be attributed to a specific exposure. It is calculated by comparing the incidence of disease among those exposed to a risk factor to the incidence of disease in the entire population, and quantifying the difference between the two. Understanding The Concept Of Population Attributable Risk
The formula used to calculate population attributable risk is: PAR = P(E) x [RR - 1] / [1 + P(E) x (RR - 1)] where: P(E) = prevalence or proportion of the population exposed to the risk factor RR = relative risk of disease associated with the exposure to the risk factor In this formula, the term [RR - 1] represents the excess risk of disease associated with the exposure to the risk factor, compared to those who are not exposed. The numerator, P(E) x [RR - 1], calculates the number of cases of the disease that can be attributed to the exposure, and the denominator, [1 + P(E) x (RR - 1)], is the total number of cases in the population.
Step 2/2
Let's consider an example to understand the concept of PAR better. Suppose we want to estimate the population attributable risk of smoking for lung cancer in a population. If the prevalence of smoking in the population is 20%, and the relative risk of developing lung cancer due to smoking is 2.0, then we can calculate the PAR as follows: PAR = 0.20 x [2.0 - 1] / [1 + (0.20 x (2.0 - 1))] = 0.20 x 1.0 / 1.20 = 0.167 or 16.7% This means that 16.7% of the cases of lung cancer in the population can be attributed to smoking. If we assume that the total number of cases of lung cancer in the population is 100, then we can estimate that 16.7 cases of lung cancer can be prevented if we eliminate the exposure to smoking in the population. Population attributable risk is a useful measure in epidemiology and public health research as it helps to identify the modifiable risk factors that contribute to the burden of disease in the population. It can inform public health policies and interventions aimed at reducing the incidence of the disease Understanding The Concept Of Population Attributable Risk
Final answer
In summary, population attributable risk (PAR) is a measure used to estimate the proportion of cases of a particular disease or health outcome in a population that can be attributed to a specific exposure or risk factor. It helps to understand the burden of disease that can be prevented by reducing or eliminating the exposure to the risk factor. The formula used to calculate PAR(PAR = P(E) x [RR - 1] / [1 + P(E) x (RR - 1)] takes into account the prevalence of the exposure and the relative risk of disease associated with the exposure. PAR is a useful measure in epidemiology and public health research, as it can inform public health policies and interventions aimed at reducing the incidence of the disease Understanding The Concept Of Population Attributable Risk
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