Given the data provided in the original data file in Question $1,$ considering Fressie Orange $1$ liter, If you decide to produce the average demand for this product each week for $26$ weeks, determine the number of units that will be backordered during the planning horizon. If the cost of backordering a unit is $0\mathrm{.}65$ per week, what will be the cost of backordering this product?Demand in Units Fressie Orange $1$ liter

$1128483$

$2114252$

$3138667$

$484354$

$572514$

$6146728$

$787684$

$851916$

$995763$

$10102861$

$11121379$

$12120191$

$1388264$

$14100358$

$1560251$

$16106243$

$17140504$

$1820367$

$19133997$

$2089361$

$21132846$

$2283645$

$2371052$

$2492579$

$2570138$

$26142385$