Given the data provided in the original data file in Question $1,$ considering Fressie Orange$/$C$-$power $1$ liter, If you decide to produce the average demand for this product each week, determine the amount of inventory that would be on hand $($or backordered$)$ at the end of Week $1.$ If the cost of carrying inventory forward from one period to the next is $26$ and the cost of a backorder per unit is $26,$ what would be the cost incurred during the transition from Week $1$ to Week $2?$Demand in Units Fressie Orange$/$C$-$power $1$ liter

$114567$

$26810$

$33144$

$410101$

$53542$

$613689$

$714796$

$88964$

$93828$

$109584$

$114186$

$124789$

$1314265$

$1410229$

$1512578$

$1610445$

$1711055$

$189658$

$1913846$

$2012568$

$217526$

$2214878$

$237698$

$2410084$

$2514444$

$2613262$