$10$

Problem $9-16($Algo$)$

$6\mathrm{.}76$

points

One unit of $A$ is composed of two units of $B$ and three units of $C.$ Each $B$ is composed of one unit of $F.C$ is made of one unit of $D,$ one unit of $E,$ and two units of F$.$ Items A$,$ B$,$ C$,$ and D have $15,50,45,$ and $25$ units of on$-$hand inventory, respectively. Items $A,B,$ and $C$ use lot$-$for$-$lot $($L$4$L$)$ os their lot$-$sizing technique, while D$,$ E$,$ and F require multiples of $45,100,$ and $100,$ respectively, to be purchased. B hos scheduled receipts of $30$ units in Period $1.$ No other scheduled receipts exist. Lead times are one period for Items A$,$ B$,$ and D$,$ and two periods for ltems C$,$ E$,$ and F$.$ Gross requirements for A are $15$ units in Period $1,15$ units in Period $2,60$ units in Period $6,$ and $50$ units in Period $8.$

Find the planned order relesses for all items.

Note: Leave the cells blank, whenever zero $(0)$ is required.

$\backslash$table$[[,$Perlod:,$1,2,3,4,5,6,7,8],[\backslash$table$[[$Item: A$],[$OH: $15],[$LT: $1],[$SS: $0],[$Q: L$4$L$]],$Gross requirements,,,,,,,,$],[$Scheduled receipts,,,,,,,,$],[$Projected available balance,,,,,,,,$],[$Net requirements,,,,,,,,$],[$Planned arder receipts,,,,,,,,$],[$Planned arder releases,,,,,,,,$],[\backslash$table$[[$Itern: B$],[$OH: $50],[$LT: $1],[$SS: $0],[$Q: L$4$L$]],$Grass requirements,,,,,,,,$],[$Scheduled receipts,,,,,,,,$],[$Projecled available balance,,,,,,,,$],[$Net requirements,,,,,,,,$],[$Planned arder receipts,,,,,,,,$],[$Planned arder releases,,,,,,,,$],[\backslash$table$[[$Herm: C$],[$OH: $45],[$LT: $2],[$SS: $0],[$Q: L$4$L$]],$Grass requirements,,,,,,,,$],[$Scheduled receipts,,,,,,,,$],[$Projected available balance,,,,,,,,$],[$Net requirements,,,,,,,,$],[$Planned arder receipts,,,,,,,,$],[$Planned arder releases,,,,,,,,$],[\backslash$table$[[$Itern: D$],[$OH: $25],[$LT: $1],[$SS: $0],[$Q: $45]],$Grass requirements,,,,,,,,$],[$Scheduled receipts,,,,,,,,$],[$Prajected available balance,,,,,,,,$],[$Net requirements,,,,,,,,$],[$Planned arder receipts,,,,,,,,$],[$Planned arder relesases,,,,,,,,$],[\backslash$table$[[$Itern: E$],[$OH: $0],[$LT: $2],[$SS: $0],[$Q: $100]],$Grass requirements,,,,,,,,$],[$Scheduled receipts,,,,,,,,$],[$Projected available balance,,,,,,,,$],[$Net requirements,,,,,,,,$],[$Planned order receipts,,,,,,,,$],[$Planned order releases,,,,,,,,$],[\backslash$table$[[$Itern: F$],[$OH: $0],[$LT: $2],[$SS: $0],[$Q: $100]],$Gross requirements,,,,,,,,$],[$Scheduled receipts,,,,,,,,$],[$Projected available balance,,,,,,,,$],[$Net requirements,,,,,,,,$],[$Planned order receipts,,,,,,,,$],[$Planned arder releases,,,,,,,,$]]$One unit of A is composed of two units of B and three units of C$.$ Each B is composed of one unit of F$.$ C is made of one unit of D$,$ one unit of E$,$ and two units of F$.$ Items A$,$ B$,$ C$,$ and D have $15,50,45,$ and $25$ units of on$-$hand inventory, respectively. Items A$,$ B$,$ and C use lot$-$for$-$lot $($L$4$L$)$ as their lot$-$sizing technique, while D$,$ E$,$ and F require multiples of $45,100,$ and $100,$ respectively, to be purchased. B has scheduled receipts of $30$ units in Period $1.$ No other scheduled receipts exist. Lead times are one period for Items A$,$ B$,$ and D$,$ and two periods for Items C$,$ E$,$ and F$.$ Gross requirements for A are $15$ units in Period $1,15$ units in Period $2,60$ units in Period $6,$ and $50$ units in Period $8.$

Find the planned order releases for all items.

PLEASE ANSWER IN CHART FORMAT