Questions: thought that the overall population mean age of the coroles is 1.74 years. Match the numerical values from the problem to the corresponding symbols below. If a symbol does not have a corresponding value, mark it as "Dute."
n=
μ=
e = OF
π̄=201
s=0.86
Transcript text: thought that the overall population mean age of the coroles is 1.74 years. Match the numerical values from the problem to the corresponding symbols below. If a symbol does not have a corresponding value, mark it as "Dute."
\[
\begin{array}{l}
n= \\
\mu= \\
\text { e }=\text { OF } \\
\bar{\pi}=201 \\
s=0.86
\end{array}
\]
Solution
Solution Steps
To solve this problem, we need to match the given numerical values to the corresponding statistical symbols. Here are the high-level ideas:
Identify the sample size (n).
Identify the population mean (μ).
Identify the sample mean (\(\bar{x}\)).
Identify the sample standard deviation (s).
Identify any values that do not correspond to the given symbols.
Step 1: Identify the Sample Size \( n \)
The sample size \( n \) is not provided in the problem statement, so we denote it as "Dute".
Step 2: Identify the Population Mean \( \mu \)
The overall population mean age of the coroles is given as \( \mu = 1.74 \).
Step 3: Identify the Sample Mean \( \bar{x} \)
The sample mean is provided as \( \bar{x} = 201 \).
Step 4: Identify the Sample Standard Deviation \( s \)
The sample standard deviation is given as \( s = 0.86 \).
Final Answer
The matched values are:
\( n = \text{Dute} \)
\( \mu = 1.74 \)
\( \bar{x} = 201 \)
\( s = 0.86 \)
Thus, the final boxed answer is:
\[
\boxed{
\begin{align_}
n & = \text{Dute} \\
\mu & = 1.74 \\
\bar{x} & = 201 \\
s & = 0.86
\end{align_}
}
\]