2 laul The demand and other relevant data for a supply chain is as follows Current demand = 120,000 units per year.1 Lease price = $1.25 per sq. ft. per year.2 Spot market price = $1.30 per sq. ft. per year.3 Revenue = $1.45 per unit of demand.4 k = 0.25.5 Demand can go up with a probability of 0.55.6 Price can go down by a probability of 0.35.7 The tree diagram for the supply chain decisions is given in figure below D = 144 P = 1.43 D = 144 P1.17 D=115.20 P = 1.573 D=120 P = 1.30 D = 115.20 P-1.287 D = 96 P.143 Given below is the relationship matrix for 7 (SEVEN) departments in a factory. Areas for the departments are also given. Each department has a rectangular shape. Using the FLAP method, determine the following: Closeness rank (b). Selection order (c). One layout (d). Calculate the score of the suggested layout (A-16, E-16, 1-10,0-4, U-0) JUSTIFICATION MUST BE GIVEN FOR EACH DEPARTMENT SELECTION Relation Matrix - Area (m2) > m > - > - C -- > - - -- - 2 laul The demand and other relevant data for a supply chain is as follows Current demand = 120,000 units per year.1 Lease price = $1.25 per sq. ft. per year.2 Spot market price = $1.30 per sq. ft. per year.3 Revenue = $1.45 per unit of demand.4 k = 0.25.5 Demand can go up with a probability of 0.55.6 Price can go down by a probability of 0.35.7 The tree diagram for the supply chain decisions is given in figure below D = 144 P = 1.43 D = 144 P1.17 D=115.20 P = 1.573 D=120 P = 1.30 D = 115.20 P-1.287 D = 96 P.143 Given below is the relationship matrix for 7 (SEVEN) departments in a factory. Areas for the departments are also given. Each department has a rectangular shape. Using the FLAP method, determine the following: Closeness rank (b). Selection order (c). One layout (d). Calculate the score of the suggested layout (A-16, E-16, 1-10,0-4, U-0) JUSTIFICATION MUST BE GIVEN FOR EACH DEPARTMENT SELECTION Relation Matrix - Area (m2) > m > - > - C -- >