constraining the flow through assembly? $($Do not round your answer to an integer.$)[$LO$7\mathrm{.}5]4x+x+225=16x,x-12-5$

f$.$ Suppose Keuka is demand$-$constrained and they have $1$ worker who is able to assemble a horse sculpture in $16$ minutes. If Page $210$ Kieuka designs a cyclic schedule for the lathe, how many Legs should they make in each batch so as to minimize

imventory while not constraining the flow through assembly? $($Do not round your answer to an integer.$)[$L$07-5]$

$412\mathrm{.}5=50$

Sarah's Organic Soap Company makes four kinds of organic liquid soap: "regular," "lavender," "Citrus," and "tea tree." Demands for the four scents are $150,120,75,$ and $50kgs$ per hour, respectively. Sarah's production process can produce any soap at the rate of $450kgs$ per hour, but $1\mathrm{.}5$ hours are needed to switch between scents. During those switchover times, the process doesn't produce any soap. Sarah wants to choose a production schedule that $($i$)$ cycles repeatedly through the four scents, $($ii$)$ meets the required demand, and $($iii$)$ minimizes the amount of inventory held.

How many kgs of "regular" should Sarah produce before switching over to another scent?

$395$

Sotup $1\mathrm{.}54=$

Total Cap $=395$