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Loreal Case Study

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Loreal Case Study
LOGISTICS

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transformation mode>new:
1.sources: number of source
2.destination:number of destination
3.activities minimize/maximize
>click ok> supply, demand, time
________________________________________________________________________________________
logistics is a part of supply chain management, cooperation of different elements of different ownerships supply chain units do not compete with each other, but work as one body order cycle time-time from when order was manufactured to when it get to customer order availability-percentage

continues process/product oriented process-when company produces products with high volume but low variety f.e. paper map, steal map job-shop/process oriented -low volume, but high variety f..e hospital emergency ,men suits industry, car assembly line

suppliers are often called "Tier 1 supplier" "Tier two" and tier 1 suppliers are closer to customers than tier 3,4 vertical integration, horizontal integration, backward/forward integration
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22.05.13
TASK: Tor F A contractors project being analyzed […] 85 days, variances 144, critical path 81, 89days, -/670
Calculations:

scenario1: P(T<==89) = P(Z<=89 -85)/SQRT(81))= P(Z 4/9) - (P(Z <=+ 0.44)= 0.67 or 67%
Tor F A contractors project being analyzed […] 85 days, variances 144, critical path 81, 82days, -/670

scenario2: P(T<==82) = P(Z<=82 -85)/SQRT(81))= P(Z -3/9) - (P(Z <= - 0.33)= 0 1-0.63=0.37. or 37%

scenario 3. P(T>==89) = P(Z>=89 -85)/SQRT(81))= P(Z 4/9) - (P(Z <=+ 0.44)= 1-0.67 or 33% scenario2: P(T>==82) = P(Z>=82 -85)/SQRT(81))= P(Z -3/9) - (P(Z <= - 0.33)= 0 1-0.63== 0.63 or 63%

Trade-offs and project CRASH time-a minimum time I need to finish task
<computer program>
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Solving a Transportation Model comprises 2 stages. 1.finding

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