Problem V$\mathrm{.}3.$f

$0/1$ point $($graded$)$

Suppose now that each changeover takes $12$ hours $($one half day$)$ during which no product can be produced.

What is the optimal length of the production cycle? Round to the $1$st decimal point.

Cycle Length $($days$)$:

$6\mathrm{.}21$

You have used $1$ of $3$ attempts

$\backslash$times Incorrect $(0/1$ point$)$

Problem V$\mathrm{.}3.$g

$\frac{0}{1}$ point $($graded$)$

Given the changeover time of $12$ hours and optimal cycle length calculated from Question $3\mathrm{.}6,$ what is the total

average cost per day?

Round to two decimal places.