With respect to population proportions, if p = 0.867, what would the value of p’ be?

To find the value of $p'$, you typically consider that $p'$ is an estimate of the population proportion based on a sample or under certain circumstances with respect to the hypothesis test. However, if no sampling or hypothesis context is provided, $p'$ remains $p$.

1. Break Down the Problem

   • Given $p = 0.867$.
   • The estimation $p'$ in this context is considered directly derived from $p$.

2. Relevant Concepts

   • The value $p'$ can be considered as the same as $p$ when no adjustments due to sample size or distribution apply.

3. Analysis and Detail

   • Since we are provided with only a value for $p$ and no other information (sample size, confidence interval, etc.) is mentioned to alter $p'$, we assume $p' = p$.

4. Verify and Summarize

   • The calculations and analysis above confirm that based on provided information:
     • $p' = 0.867$.

Final Answer

The value of $p'$ is $0.867$.