$1.(3)$ SASMAA Problem $4-1($Chapter $4,$ Problem $1)$

Create a model similar to Model $4-1$ except using an arrival rate, $,$ of $120$ entities per hour and a service rate, $,$ of $190$

entities per hour. Run your model for $100$ hours and report the total number of entities created, the total number that

completed service, and the average time entities spend in the system.

Submit a screenshot of your facility view at the end of the run $($before pressing $$Stop$)$ and a screenshot of your Results

highlighted in Pivot Grid displaying only the statistics requested.

$2.(3)$ SASMAA Problem $4-3$

Using the model from Problem $1,$ create an experiment that includes $100$ replications. Run the experiment and observe the

SMORE plot for the time entities spend in the system. Next, experiment with the various SMORE plot settings $---$ viewing

the histogram, rotating the plot, and changing the upper and lower percentile values.

Submit a screenshot of your SMORE chart and a summary results with discussions of the time entities spend in the system.

$3.(2)$ SASMAA Problem $4-6$

In the context of simulation modeling, what is replication, and how, in general, do you determine how many replications to

run for a given model?

$4.(2)$ SASMAA Problem $4-7$

What is the difference between a steady$-$state simulation and a terminating simulation?

$5.(2)$ SASMAA Problem $4-8$

What are the initial transient and warm$-$up periods for a steady$-$state simulation?

$6.(4)$ SASMAA Problem $4-12$

Animate your model from Problem $1$ assuming that you are modeling a cashier at a fast food restaurant $---$ the entities

represent customers, and the server represents the cashier at the cash register. Use Simio's standard symbols for your

animation. Use Path instead of Connector to connect the relevant objects; each path is $10$ meters long.

Submit a screenshot of your $3$D facility view during a run. Include in a pivot table by highlighting summary of key results

for average number in the system, time in the system, number in the station, time in the station, and utilization. Explain

any differences from the results in problem $4-1$ and its reason.

$7.(4)$ SASMAA Problem $4-13$

Modify your model from Problem $1,$ assuming that you are modeling a manufacturing process that involves drilling holes in

a steel plate. The drilling machine has the capacity of up to $3$ parts at a time $($c $=3$ in queueing terms$).$ The arrival rate

should be $120$ parts per hour, and the processing rate should be $50$ parts per hour. Use Google $3$D Warehouse to find

appropriate symbols for the entities $($steel plates$)$ and the server $($a drill press or other hole$-$making device$).$

Submit a screenshot of your $3$D facility view during a run. Include in a pivot table by highlighting summary of key results for

average numbers in the system, time in the system, numbers in the station, time in the station, and utilization.