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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.

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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 25,50,60, and 25 units of on-hand inventory. Items A,B, and C use lot-for-lot (L4L) as their lot-sizing technique, while D, E, and F require multiples of 60 , 110, 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 ltems C, E, and F. Gross requirements for A are 10 units in Period 1,20 units in Period 2, 60 units in Period 6, and 50 units in Period 8. Find the planned order releases for all items. (Leave no cells blank - be certain to enter " 0 " wherever required.) \begin{tabular}{|l|l|} \hline Item D & Scheduled receipts \\ \hline OH=25 & Projected available balance \\ \hline LT=1 & Net requirements \\ \hline SS=0 & Planned order receipts \\ \hline Q=60 & Planned order releases \\ \hline & Gross requirements \\ \hline Item E & Scheduled receipts \\ \hline OH=0 & Projected available balance \\ \hline LT=2 & Pet requirements \\ \hline SS=0 & Planned order receipts \\ \hline Q=110 & Gross requirements order releases \\ \hline Scheduled receipts \\ \hline ItemF & Projected available balance \\ \hline OH=0 & Net requirements \\ \hline LT=2 & Planned order receipts \\ \hline SS=0 & Planned order releases \\ \hline Q=100 & \\ \hline \end{tabular}

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