3-3 The following table presents a risk analysis for XYZ Furniture. What is the probability distribution of the Table de
Posted: Mon May 30, 2022 4:35 pm
3-3 The following table presents a risk analysis for XYZ
Furniture.
What is the probability distribution of the Table demand and the
Chair demand?
The manger wants to take a decision on
the above project, what should be the manager decision if:
UM VC P FC TABLE-MAX-D TABLE-MIN-D CHAIR-MEAN CHAIR-SD TABLE-D TABLE-TVC TBALE-R CHAIR-D CHAIR-TVC CHAIR-R TVC TC REVENUE PROFIT TABLE 200 15 40 1200 200 0 600 12.34 1 CHAIR 900 8 20 2 3 4 5 6 7 10 131 94 133 125 104 103 91 81 107 0 3000 3000 3000 3000 3000 3000 3000 3000 3000 3000 3760 5320 5000 4160 4120 3640 3240 4280 0 5240 592.0367 596.4525 582.4155 609.8623 600.388 579.8399 607.0015 606.9615 607.5794 608.6449 7200 7200 7200 7200 7200 7200 11840.73 11929.05 11648.31 12197.25 12007.76 7200 7200 7200 7200 11596.8 12140.03 12139.23 12151.59 12172.9 10200 10200 10200 10200 10200 10200 10200 10200 10200 10200 11400 10200 10200 10200 10200 10200 10200 10200 10200 10200 15600.73 17249.05 16648.31 16357.25 16127.76 15236.8 15380.03 16419.23 12151.59 17412.9 4200.734 7049.05 6448.31 6157.246 5927.761 5036.797 5180.031 6219.229 1951.588 7212.898 8 a
Profit Frequency 5000 10 6000 60 7000 70 8000 180 9000 50 10000 10 11000 20 Probability 3% 15% 18% 45% 13% 3% 5% Cumulative probability 3% 18% 35% 80% 93% 95% 100%
Furniture.
- 3 3 The Following Table Presents A Risk Analysis For Xyz Furniture What Is The Probability Distribution Of The Table De 1 (33.55 KiB) Viewed 22 times
Chair demand?
- 3 3 The Following Table Presents A Risk Analysis For Xyz Furniture What Is The Probability Distribution Of The Table De 2 (10.61 KiB) Viewed 22 times
the above project, what should be the manager decision if:
UM VC P FC TABLE-MAX-D TABLE-MIN-D CHAIR-MEAN CHAIR-SD TABLE-D TABLE-TVC TBALE-R CHAIR-D CHAIR-TVC CHAIR-R TVC TC REVENUE PROFIT TABLE 200 15 40 1200 200 0 600 12.34 1 CHAIR 900 8 20 2 3 4 5 6 7 10 131 94 133 125 104 103 91 81 107 0 3000 3000 3000 3000 3000 3000 3000 3000 3000 3000 3760 5320 5000 4160 4120 3640 3240 4280 0 5240 592.0367 596.4525 582.4155 609.8623 600.388 579.8399 607.0015 606.9615 607.5794 608.6449 7200 7200 7200 7200 7200 7200 11840.73 11929.05 11648.31 12197.25 12007.76 7200 7200 7200 7200 11596.8 12140.03 12139.23 12151.59 12172.9 10200 10200 10200 10200 10200 10200 10200 10200 10200 10200 11400 10200 10200 10200 10200 10200 10200 10200 10200 10200 15600.73 17249.05 16648.31 16357.25 16127.76 15236.8 15380.03 16419.23 12151.59 17412.9 4200.734 7049.05 6448.31 6157.246 5927.761 5036.797 5180.031 6219.229 1951.588 7212.898 8 a
Profit Frequency 5000 10 6000 60 7000 70 8000 180 9000 50 10000 10 11000 20 Probability 3% 15% 18% 45% 13% 3% 5% Cumulative probability 3% 18% 35% 80% 93% 95% 100%