T$/$F$.$ Pipeline Inventory are orders that have been placed but not yet received nor paid for by customer Inventory $"$on its way" to the customer

$2.$ What is the $3-$period moving average forecast for Period $13($use table below$)?$

$\backslash$table$[[$Period$,$Sales Volume$],[1,25,502],[2,24,946],[3,25,911],[4,26,245],[5,26,454],[6,26,269],[7,26,452],[8,26,804],[9,25,396],[10,26,256],[11,29,365],[12,28,227]]$

Given the data above, calculate the $4-$period weighted moving average for period $13$

Weights: $0\mathrm{.}25,0\mathrm{.}25,0\mathrm{.}2,0\mathrm{.}3$

$4.\frac{T}{F}$

Annual Holding Cost is a linear function of Quantity

$5.\frac{T}{F}$

Annual Ordering Cost is a linear function of Quantity

$6.\frac{T}{F}$

EOQ is the quantity which satisfies AHC$=$AOC