Question: Here is the tree structure of an MRP problem A(2) B(5) C(3) | C(2) D K(2) K(3) 1 K(3) There are on-hand inventories of 30

Here is the tree structure of an MRP problem A(2)

Here is the tree structure of an MRP problem A(2) B(5) C(3) | C(2) D K(2) K(3) 1 K(3) There are on-hand inventories of 30 A's, 50 B's and 20 C's. If 80 units of P are required in Week 6, please report the values of X1 to X20 in the MRP table. If an X has no numerical value in the table, please report it as 0. The lead time and lot sizes are provided in the chart below. MRP Table: 1 2 3 5 Product P (LT = 1; L4L) 80 0 gross requirements on hand net requirements planned order receipt planned order release Product A (LT-2; L4L) X1 gross requirements On hand net requirements planned order receipt planned order release X2 Product B (LT = 1; L4L) X4 gross requirements On hand net requirements planned order receipt planned order release X3 Product C (LT1; L4L) gross requirements X6 On hand X5 X7 X8 net requirements planned order receipt planned order release X9 Product K (LT = 1; Lot - multiples of 50) X11 X10 X12 X15 gross requirements On hand net requirements planned order receipt planned order release X13 X14 Product D (LT = 1, Lot = 180) X17 X20 gross requirements On hand net requirements planned order receipt planned order release X18 X19 X16

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