Given the Linear Correlation Coefficient R and the Sample Size $$r = - 0.816 , n = 5$$

question 7

Multiple Choice

Given the linear correlation coefficient r and the sample size n, determine the critical values of r and use your finding to state whether or not the given r represents a significant linear correlation. Use a significance level of
0) 05. $$r = - 0.816 , n = 5$$

• A) Critical values: \(r = \pm 0.878\), no significant linear correlation
• B) Critical values: \(r = \pm 0.878\), significant linear correlation
• C) Critical values: \(r = 0.950\), significant linear correlation
• D) Critical values: \(r = \pm 0.950\), no significant linear correlation

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Definitions:

Secondary Prevention

Efforts to detect and treat disease early on or manage established disease to prevent further complications or progression.

Pap Smear Test

A screening procedure for cervical cancer involving the collection of cells from a woman's cervix to test for abnormalities.

Human Papillomavirus

A group of viruses that can cause warts on the skin and mucous membranes, and some types are associated with the development of certain cancers.

Primary Prevention

Strategies and actions taken to prevent the onset of diseases before they occur by removing risk factors.