Assignment #1: JET Copies Case Problem

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mat540_jet_copies_set_up_suggestion.xlsx

with formulas

Jet Copies Simulation Example (52 Weeks) Jet Copies Simulation Set Up Suggestion by Professor Aungst, MAT540 Supplemental Instructor Mat540
Probability of Weekly Demand: Note: x = 6*sqrt of r1 is the formula for the time between breakdowns
Note: z = 6r + 2 is the formula for copies lost
Simulation:
P(x) Cumulative Repair Time Week r1 Time Between Breakdowns, x weeks Cumulative Time Between Breakdowns r1 Repair Time y days RN for Day1 RN for Day2 RN for Day3 RN for Day4 Copies Lost Day1 Copies Lost Day2 Copies Lost Day3 Copies Lost Day4 Revenue Lost Day1 Revenue Lost Day2 Revenue Lost Day3 Revenue Lost Day4 Total Revenue Lost
0.20 0 1 1 0.1482957274 2.3105510566 2.3105510566 0.1511624354 1
0.45 0.20 2 2 0.2668388122 3.0993865908 5.4099376474
0.25 0.65 3 3 0.2211420962 2.8215448714 8.2314825188
0.10 0.90 4 4 0.4250803299 3.9118910871 12.1433736059
1.00
Average Demand =
Average Lost Revenue =

fixed data

Jet Copies Simulation Example (52 Weeks)
Probability of Weekly Demand: Simulation:
P(x) Cumulative Repair Time r1 Time Between Breakdowns, x weeks Sum of x r1 Repair Time y days r1 r2 r3 r4 Copies lost day 1 (thousands) Copies lost day 2 (thousands) Copies lost day 3 (thousands) Copies lost day 4 (thousands) Revenue Lost this breakdown Cummulative lost revenue
0.2 0 1 0.2619264135 3.0707248147 3.0707248147 0.148949842 1 0.9313215449 0 0 0 7.5879292696 0 0 0 758.7929269557 758.7929269557
0.45 0.2 2
0.25 0.65 3
0.1 0.9 4
1
Average Demand =
Average Lost Revenue =

Sheet3

If loss of revenue > $12,000 should purchase backup
Manual simulation for 1 year
Need time between breakdowns
At 6 week point there is a .33 0.055 0 0
1 0.055
2 0.11
3 0.165
First copier is $18,000 4 0.22
Smaller back up copier is $8000 5 0.275
.10 per copy 6 0.33
2000-8000 copies per day

Sheet1