Module 12.2 Data science Spreadsheet modeling

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New York University *

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MISC

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Industrial Engineering

Date

Dec 6, 2023

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xlsx

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13

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Staffing Model Data Input Hours/work day 6.5 Month May June July August Desired throughput 700 750 800 825 Days in month 22 20 22 22 Model Files per month Products Product Mix Hours per file May June July August May2 Product 1 22% 3.5 154 165 176 181.5 539 Product 2 17% 2 119 127.5 136 140.25 238 Product 3 13% 1.5 91 97.5 104 107.25 136.5 Product 4 12% 5.5 84 90 96 99 462 Product 5 9% 4 63 67.5 72 74.25 252 Product 6 9% 3 63 67.5 72 74.25 189 Product 7 6% 2 42 45 48 49.5 84 Product 8 5% 2 35 37.5 40 41.25 70 Product 9 3% 1.5 21 22.5 24 24.75 31.5 Product 10 1% 3.5 7 7.5 8 8.25 24.5 Misc 3% 3 21 22.5 24 24.75 63 Total 100% Output May Hours per employee per month 143 Total hours predicted 2089.5 FTEs required 14.6
Hours per month June3 July4 August5 577.5 616 635.25 255 272 280.5 146.25 156 160.875 495 528 544.5 270 288 297 202.5 216 222.75 90 96 99 75 80 82.5 33.75 36 37.125 26.25 28 28.875 67.5 72 74.25 June July August 130 143 143 2238.75 2388 2462.625 17.2 16.7 17.2
Newsvendor Model Data Selling price $ 18.00 Unit cost $ 12.00 Discount price $ 9.00 Initial Trial: Demand 41 Purchase Quantity 44 Revenue Cost Profit Quantity Sold 41 $ 738.00 $ 492.00 $ 246.00 Surplus Quantity 3 $ 27.00 $ 36.00 $ (9.00) Total 44 $ 765.00 $ 528.00 $ 237.00 Purchase Quantity with Normal Distributiom Mean 80 Standard Deviation 20 Unit Overage Cost Co $ 3.00 Unit Underage Cost Cu $ 6.00 Critical Ratio 0.67 Cu/(Co+Cu) Z-value 0.431 Normsinv(Critical ratio) Purchase Quantity 89 =mean+z*SD Simulation: Demand 90 84 82 56 33 90 Quantity Sold 89 84 82 56 33 89 Surplus Quantity 0 5 7 33 56 0 Revenue $ 1,595.06 $ 1,550.62 $ 1,531.63 $ 1,299.40 $ 1,093.34 $ 1,595.06 Cost $ 1,063.37 $ 1,063.37 $ 1,063.37 $ 1,063.37 $ 1,063.37 $ 1,063.37 Profit $ 531.69 $ 487.25 $ 468.25 $ 236.03 $ 29.96 $ 531.69
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53 93 73 125 112 53 89 73 89 89 35 0 16 0 0 $ 1,276.18 $ 1,595.06 $ 1,450.70 $ 1,595.06 $ 1,595.06 $ 1,063.37 $ 1,063.37 $ 1,063.37 $ 1,063.37 $ 1,063.37 $ 212.81 $ 531.69 $ 387.32 $ 531.69 $ 531.69
Overbooking Data Capacity 300 Selling price $ 120 Overbooking cost $ 100 Initial trial Overbooking # rooms 10 Total reservation limit 310 Customer Demand 312 Reservation made 310 Cancellation 6 Customer arrivals 304 Overbooking customers 4 Overbooking costs $ 400 Booking revenue $ 36,000 Final revenue $ 35,600 Optimal solution Mean cancellation 6 SD of the cancellation 3 Unit overage Cost Co $ 100 Unit underage Cu $ 120 Critical ratio 0.55 Z-value 0.11 Overbooking # of rooms to accept 7 Total reservation limit 307 Customer demand 312 Reservation made 307 Cancellation 4 Customer arrivals 303 Overbooking customers 3 Overbooking cost $ 300 Booking revenue $ 36,000 Final revenue $ 35,700
Investment Minimum Maximum 1. Life Insurance 5% $ 2,500 $ 5,000 -0.5 2. Bond mutual funds 7% $ 30,000 $ 100,000 1.8 3. Stock mutual funds 11% $ 15,000 $ 100,000 2.1 4. Savings account 4% $ - $ 100,000 -0.3 Total invest amount limit $ 100,000 Weighted risk amount limit $ 100,000 Note: if there is not limit, make it to the total funds available. Model Amount Invested Life Insurance $ 5,000.00 Bond mutual funds $ 30,000.00 Stock mutual funds $ 28,333.33 Savings account $ 36,666.67 Total amount invested $ 100,000.00 Total weighted Risk $ 100,000.00 Total Expected Return $ 6,933.33 Annual Return Risk Factor/ Dollar
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Investment Minimum Maximum 1. Life Insurance 5% $ 2,500 $ 5,000 2. Bond mutual funds 7% $ 30,000 None 3. Stock mutual funds 113% $ 15,000 None 4. Savings account 4% None None Investment Risk Factor/Dollar Invested 1. Life Insurance -0.5 2. Bond mutual funds 1.8 3. Stock mutual funds 2.1 4. Savings account -0.3 Annual Return
Laboratory Location Model Data Location X Coordinate Y Coordinate Trips/month A1 0 0 5 A2 20 80 25 A3 60 30 20 A4 100 100 35 A5 70 110 15 New lab Location 71 89 1 Location Eucilidean Weighted A1 113.9 569.7 A2 52.2 1304.0 A3 59.9 1197.8 A4 30.7 1074.7 A5 21.3 318.8 4465.03 Total Euclidean Distance with wrighted by the trips/month
0 20 40 60 80 100 0 20 40 60 80 100 120 Lab Location
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120
Total money avaliable for investment: 2500 There are three stocks considered: Stock A B C Price/share 25 15 30 Return/Share 8 7 11 Find the highest return and limits the investment to what you have. Model Stock A B C Price 25 15 30 Return 8 7 11 No. of Stocks 1 165 0 Amount 25 2475 0 Profit 8 1155 0 Total Amount 2500 Available 2500 Total Profit $ 1,163
ElectroMart Data Location X Coordinate Y Coordinate Truckloads A 18 15 12 B 3 4 18 C 20 5 24 D 3 16 12 E 10 20 18 New Location 12 12 1 Location Distance Weighted Distance A 7 80.5233455334401 B 12 216.6 C 11 254.8 D 10 118.3 E 8 148.683968037674 Total 819.0
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2 4 6 8 10 12 14 16 18 20 22 0 5 10 15 20 25 Y Coordinate