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Questions Pertain to the Following Table (Table 8), Which Presents

question 21

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Questions pertain to the following table (Table 8) , which presents fictitious results regarding selected risk factors for perineal dermatitis among elderly residents of a nursing home.
 Table 8 Risk Factors for Perineal Dermatitis (PD)  in Nursing Home Residents (N=10,000)  Odds Ratio  Risk F actor  Residents  with PD (%) (n=700)  Residents  without PD (%) (n=9300)  Test  Value p OR 95% CI  Perfusion problems 35.0%30.0%7.92.0081.091.041.37 Oxygenation problems 25.0%18.4%17.6<.0011.181.051.43 Fever 6.2%3.5%12.4<.0011.411.101.79 Urinary incontinence 12.0%10.0%2.48?.810.701.17\begin{array}{c}\text { Table } 8\\\text { Risk Factors for Perineal Dermatitis (PD) in Nursing Home Residents }(N=10,000) \\\begin{array}{r}{\text { Odds Ratio }} \quad\quad\quad\\\begin{array}{|l|c|c|c|c|c|c|}\hline \text { Risk F actor } & \begin{array}{c}\text { Residents } \\\text { with PD } \\(\%) \\(n=700) \end{array} & \begin{array}{c}\text { Residents } \\\text { without PD } \\(\%) \\(n=9300) \end{array} & \begin{array}{c}\text { Test } \\\text { Value }\end{array} & p & \text { OR } & 95 \% \text { CI } \\\hline \text { Perfusion problems } & 35.0 \% & 30.0 \% & 7.92 & .008 & 1.09 & 1.04-1.37 \\\hline \text { Oxygenation problems } & 25.0 \% & 18.4 \% & 17.6 & <.001 & 1.18 & 1.05-1.43 \\\hline \text { Fever } & 6.2 \% & 3.5 \% & 12.4 & <.001 & 1.41 & 1.10-1.79 \\\hline \text { Urinary incontinence } & 12.0 \% & 10.0 \% & 2.48 & ? & .81 & 0.70-1.17 \\\hline\end{array}\end{array}\end{array}
-Refer to Table 8. Which of the four risk factors had the strongest relationship with perineal dermatitis?

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Definitions:

COV(X,Y)

A measure of the degree to which two variables X and Y move together, indicating the strength and direction of their linear relationship.

Marginal Probability

The probability of an occurrence of a single event without consideration of any other events.

Coefficient of Correlation

A quantitative gauge assessing the force and trajectory of a linear linkage between a pair of elements.

Covariance

A measure that indicates the degree to which two variables change together, showing if increases in one variable tend to be associated with increases or decreases in the other.

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