$[7$:$24$ pm$,13/04/2024]$ Fz: A store in St$.$ John's is open $350$ days per year. Daily use of cash register tape is random and the average usage per day is $5$ rolls. Usage appears normally distributed with a standard deviation of $4$ rolls per day. The fixed cost of ordering tape is $$5$ per order and carrying costs are $$2$ per roll a year. The Lead time duration for each order is a constant and it is $6$ days. the eoq quantity for each order is $93\mathrm{.}54$ rolls. What ROP will provide a lead time service level of $96\%?$

Question $13$ options:

$47\mathrm{.}25$ rolls

$47$ rolls

$37$ rolls

$37\mathrm{.}04$ rolls

$[7$:$25$ pm$,13/04/2024]$ Fz: What is the expected number of units short per cycle with a $96\%$ lead time service level?

Question $14$ options:

$0\mathrm{.}064$ rolls

$0\mathrm{.}1568$ rolls

$0\mathrm{.}089$ rolls

$0\mathrm{.}2569$ rolls