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Consider a Claim That 60% of the Mice in a Region

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Consider a claim that 60% of the mice in a region have parasitic infections. We can use an ?2 goodness-of-fit test to test whether the proportion is indeed 60%. Consider a study in which we collect a random sample of 50 mice and 37 have infections. Calculate the ?2 value, and using the table of critical values shown, what is the P-value range we would obtain for our test?
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χ2 critical values  for df=2 Sig. level  Value 0.053.840.0255.020.016.63\begin{array}{c}\chi^{2} \text { critical values }\\\text { for } d f=2\\\begin{array}{ll}\text { Sig. level } & \text { Value } \\\hline 0.05 & 3.84 \\0.025 & 5.02 \\0.01 & 6.63\end{array}\end{array}


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