with a mean of $2,050$ and a standard deviation of $275.$ Develop a simulation model using $50$ trials to determine summary statistics and the distribution of the camera life $($in years$).$

Click the icon to view a sample of $50$ simulation trial results. and B$8,$ respectively. Then, for the Monte Carlo simulation, the shutter life is randomly generated using the Excel formula $=$ROUND$($NORM$.$INV$($RAND$),1),0)$ and the photos per camera life in years is $=B6$ B $4.$

$($Type whole numbers.$)$

Determine the mean, standard deviation, minimum, and maximum of the provided sample of $50$ simulation trial results.

The mean is

$($Round to four decimal places as needed.$)$

The standard deviation is

$($Round to four decimal places as needed.$)$

The minimum is

$($Round to four decimal places as needed.$)$

The maximum is

$($Round to four decimal places as needed.$)$

Construct a frequency distribution using the provided sample of $50$ simulation trial results.

$($Type whole numbers.$)$

Unner Groun Limit

Freauencv

Unner Groun Limit

Freauencv

$($Type whole numbers.$)$

Upper Group Limit

Frequency

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