This is the Sanotronics simulation with $100$ trials that was covered in the lecture.$$ Here, we want to illustrate how the results can change when different distributions are used for some of the random variables.

Suppose the following changes occur in the assumptions.

$-$ Parts cost follows a normal distribution with mean of $$90$ and standard deviation of $$10.$

$-$ Demand now follows a uniform distribution between $7,500$ and $30,000$ units.$$

The appropriate changes have been made in the Excel sheet.$$ Do not change the given random$$ numbers.

Round all answers up to $2$ decimal places.

$1)$ What is the direct labor cost per unit for trial $1?$

$2)$ What is the parts cost per unit for trial $1?$

$3)$ What is the demand for trial $1?$

$4)$ What is the mean profit?

$5)$ What is the maximum profit?

$5)$ What is the probability of loss $($in $\%)?$

$6)$ What is the value at risk $($rounded to whole $$)?$ Remember to give the absolute value.

$7)$ Is this more or less risky than the original example solved in class?

What is the direct labor cost per unit for trial $1?$