Information regarding the price of a roll of camera film 35 mm, 24 exposure) for a sample of 12 cities worldwide is shown below. Determine a 95% confidence interval for the population mean.
Price of Film Information
$\begin{array}{ll}
\text { Mean } & 5.3667 \
\text { Standard Error } & 0.7409 \
\text { Median } & 4.8700 \
\text { Standard Deviation } & 2.5666 \
\text { Sample Variance } & 6.5873 \
\text { Kurtosis } & 4.0201\
\text { Skewness } & 1.8041 \
\text { Range } & 9.4100 \
\text { Minimum } & 2.7300 \
\text { Maximum } & 12.1400 \
\text { Sum } & 64.4000 \
\text { Count } & 12 .0000
\end{array}$

Question

Information regarding the price of a roll of camera film 35 mm, 24 exposure) for a sample of 12 cities worldwide is shown below. Determine a 95% confidence interval for the population mean.
Price of Film Information
 $\begin{array}{ll}
\text { Mean } & 5.3667 \
\text { Standard Error } & 0.7409 \
\text { Median } & 4.8700 \
\text { Standard Deviation } & 2.5666 \
\text { Sample Variance } & 6.5873 \
\text { Kurtosis } & 4.0201\
\text { Skewness } & 1.8041 \
\text { Range } & 9.4100 \
\text { Minimum } & 2.7300 \
\text { Maximum } & 12.1400 \
\text { Sum } & 64.4000 \
\text { Count } & 12 .0000
\end{array}$

Quizplus · Accepted Answer

The Answer of Information regarding the price of a roll of camera film 35 mm, 24 exposure) for a sample of 12 cities worldwide is shown below. Determine a 95% confidence interval for the population mean.
Price of Film Information
 $\begin{array}{ll}
\text { Mean } & 5.3667 \
\text { Standard Error } & 0.7409 \
\text { Median } & 4.8700 \
\text { Standard Deviation } & 2.5666 \
\text { Sample Variance } & 6.5873 \
\text { Kurtosis } & 4.0201\
\text { Skewness } & 1.8041 \
\text { Range } & 9.4100 \
\text { Minimum } & 2.7300 \
\text { Maximum } & 12.1400 \
\text { Sum } & 64.4000 \
\text { Count } & 12 .0000
\end{array}$

Information Regarding the Price of a Roll of Camera Film