SM - Material Requirement Planning - MRP Our strategy is to operate JIT. All suppliers are certified. Suppliers are capable of delivering orders within 24 hours. We operate 5 days per week, we shut down for 14 holidays. Today marks the start of a 12-month production schedule. Manufacturing requirement per year = 516,600 finished goods units of XWFs: equal production scheduled for each work day no seasonality. Six (6) LBT assemblies are required for one (1) XWF Requirements for each LBT assembly and the beginning inventories of each component: 3 of part #50; inventory = 89.000, 131,500 to be delivered in 24 hours 2 of part #60; inventory = 58,000; 39,000 to be delivered in 24 hours 8 of part #70; inventory = 120.000; 120,000 to be delivered in 24 hours 5 of port #80; inventory = 171,000, 280,000 to be delivered in 24 hours Your job is to get components required to meet the production schedule. Factoring in the inventories and amounts on-order shown obove, calculate A. The omount of each component needed to be purchosed for week No. 1. a 5- day week, having no holidays. B. The additional amounts of each component required for the next 8 weeks, a. time period which includes 4 holidays. C. The odditional omourts of each component required for the balance of the yeor (beyond the 9 weeks obove). Show yn myth SM - Material Requirement Planning - MRP Our strategy is to operate JIT. All suppliers are certified. Suppliers are capable of delivering orders within 24 hours. We operate 5 days per week; we shut down for 14 holidays. Today marks the start of a 12-month production schedule. Manufacturing requirement per year = 516,600 finished goods units of XWFs; equal production scheduled for each work day; no seasonality. Six (6) LBT assemblies are required for one (1) XWF Requirements for each LBT assembly and the beginning inventories of each component: 3 of part #50; inventory = 89,000; 131,500 to be delivered in 24 hours 2 of part #60; inventory = 58,000; 39,000 to be delivered in 24 hours 8 of part #70; inventory = 120,000; 120,000 to be delivered in 24 hours 5 of part #80; inventory = 171,000; 280,000 to be delivered in 24 hours Your job is to get components required to meet the production schedule. Factoring in the inventories and amounts on-order shown above, calculate: A. The amount of each component needed to be purchased for week No. 1; a 5-day week, having no holidays. B. The additional amounts of each component required for the next 8 weeks, a time period which includes 4 holidays. C. The additional amounts of each component required for the balance of the year (beyond the 9 weeks above). Show your math Note: Assume zero (0) component inventories at end of 12 months. Assume no losses; 100% yield