The production process is shown below: At the Han Solo production plant the production planner has just generated the following production plans (these have not been validated with production if they are feasible to produce): 0 1 2 896 10% Y MPS 1 A B D -2 100 50 50 100 -1 200 75 75 0 Ensamble Final 750 300 300 150 550 225 225 100 150 50 50 50 X M1 M2 Ensamble M3 200 M4 ACD A,B,C,D 400 800 200 10% w M6 M7 Below is the BOM and relevant information for each of the above products: 800 1000 Z M9 M11 W Y Z GOOD UN M10 200 400 100 1 159 0 0 896 1 0 1 2 2 1 2 1 10% 1 1 0 B D Initial Inv Inv Security AQL 1 0 2 0 0 10% 95% 0 20% 98% 15% 99% 10% 95% Note: Mi has a production capacity of 400 und/h, M2 of 800 unds/h and so on with all machines. The lead time of X and Y is 1 period and that of W and Z is 2 periods. You have a net a available time per period of 10 hours. On the other hand, it is established that the efficiency with respect to time is always 95% and the utilization of 97%. Times are given by complete unity. Consider that in the assembly both X and W are wasted. Considering the above, how much is the maximum capacity that can be made of each product? (45 points) If Han Solo just approved a 0 overtime policy. What should be the production plan for the established periods? (10 points) Note: The raw material is bulk units. Consider the initial inventory in the period where *Note: everything A is produced, if there is too much time all B is produced, if there is too much time all C is produced and finally D is made. Based on that production plan: Calculate the MRP tracker of the different raw materials. (45 points) The production process is shown below: At the Han Solo production plant the production planner has just generated the following production plans (these have not been validated with production if they are feasible to produce): 0 1 2 896 10% Y MPS 1 A B D -2 100 50 50 100 -1 200 75 75 0 Ensamble Final 750 300 300 150 550 225 225 100 150 50 50 50 X M1 M2 Ensamble M3 200 M4 ACD A,B,C,D 400 800 200 10% w M6 M7 Below is the BOM and relevant information for each of the above products: 800 1000 Z M9 M11 W Y Z GOOD UN M10 200 400 100 1 159 0 0 896 1 0 1 2 2 1 2 1 10% 1 1 0 B D Initial Inv Inv Security AQL 1 0 2 0 0 10% 95% 0 20% 98% 15% 99% 10% 95% Note: Mi has a production capacity of 400 und/h, M2 of 800 unds/h and so on with all machines. The lead time of X and Y is 1 period and that of W and Z is 2 periods. You have a net a available time per period of 10 hours. On the other hand, it is established that the efficiency with respect to time is always 95% and the utilization of 97%. Times are given by complete unity. Consider that in the assembly both X and W are wasted. Considering the above, how much is the maximum capacity that can be made of each product? (45 points) If Han Solo just approved a 0 overtime policy. What should be the production plan for the established periods? (10 points) Note: The raw material is bulk units. Consider the initial inventory in the period where *Note: everything A is produced, if there is too much time all B is produced, if there is too much time all C is produced and finally D is made. Based on that production plan: Calculate the MRP tracker of the different raw materials. (45 points)