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Loreal Case Study

 Loreal Example Essay

STRATEGIES

Example how to use software

change mode> new:

1 . sources: number of resource

2 . destination: number of vacation spot

3. actions minimize/maximize

> click ok> supply, demand, time

________________________________________________________________________________________ logistics can be described as part of supply chain supervision, cooperation of various elements of different ownerships supply chain units do not take on each other, but work as 1 body order cycle time-time from when order was manufactured to when it be able to customer buy availability-percentage

carries on process/product focused process-when organization produces products with large volume yet low range f. at the. paper map, steal map job-shop/process oriented -low quantity, but high variety n.. e medical center emergency, guys suits industry, car manufacturing plant

suppliers are often called " Tier 1 supplier" " Tier two" and rate 1 suppliers are nearer to customers than tier a few, 4 top to bottom integration, horizontally integration, backward/forward integration -------------------------------------------------------------------------

22. 05. 13

TASK: Tor Farreneheit A  contractors project  being analyzed […] 85 days, variances 144, critical way 81, 89days, -/670 Measurements:

scenario1: P(T< ==89) = P(Z< =89 -85)/SQRT(81))= P(Z 4/9) -- (P(Z < =+ 0. 44)= zero. 67 or 67% Portal F A  contractors job  being assessed […] 85 days, diversities 144, essential path 81,  82days, -/670

scenario2: P(T< ==82) = P(Z< =82 -85)/SQRT(81))= P(Z -3/9) - (P(Z < = - zero. 33)= zero 1-0. 63=0. 37. or perhaps 37%

situation 3. В В P(T> ==89) sama dengan P(Z> =89 -85)/SQRT(81))= P(Z 4/9) - (P(Z < =+ zero. 44)= 1-0. 67 or perhaps 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 lowest time I have to finish process

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Solving a Transportation Version comprises two stages. 1 ) finding feasible solution installment payments on your finding maximum solution

1 ) finding feasible solution, in this article we have being unfaithful connections to select Method1. North-West Corner (connection first line, first column)

5 95 (transit)| 4| 3| 95 0

8 (new north west corner) 200| 4 100| 3| three hundred 100

9| 7 100| 5 200| 300 200

300 two hundred (source)| 2 hundred 100| 200|

TC= SUM of red amount multiply by simply blue sama dengan 4200$

> empty cells are irrelevant

Method2. Minimal Cost choosing the smallest element> choose to eliminate row or perhaps column blue number happen to be number of deliveries

5| four 100| 3| 100 0

8| 5 100| 3 200| 300 100 zero

9 300| 7 | 5 | 300 zero

300 0| 200 95 0| 200 0|

TC=4100$

X=m+n-1

m-number of rows

n-columns

X=3+3-1=5

Method 3. Vogel's Approximation Approach

> find the between the biggest and most compact in the line and column > locate the difference between two most compact number

> repeat 1 step once again in line

> do it again 2nd part of row

a few, 3 1| 3 zero 3| a couple of 0 2| |

5 75 | 5 | 3| 100 | 1

8| four 200| 3 100| 300 100 0| 1 five

9 200| 7 | 5 100| 300 200| 2 5

300 200| 200 0| 200 | |

TC= 500+ 800+300+1800+500=3900$

X=m+n-1

2 . OPTIMAL SOLUTIONS twenty eight. 05

Method1. Stepping Natural stone

If minor costs (on exam will be in brackets) are confident, than option is ideal, if any is adverse, the solution can not be maximum. If there is zero means there is multiple option solutions

> case study for pharmaceuticals

> determine how various factors and just how many supply you use

> check ‘minimize' the TC

> click drop down arrow to decided on a method

getting alternative alternatives:

> simply click ‘window' to determine options pertaining to variables

_at the end print out table no1 and three at ‘window'

Ist maximum solution

5| Destination 1| Destination 2| Destination several

Source 1| 100| [-2]| [2]

Resource 2| 95 S| 200| [0] X A

Resource 3| 75 A| [1]| 200 S

Marginal Cost cannot be below 0 otherwise...

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