Gary's business is booming! Plans are in place to expand the existing facility. But in the meantime, both of the key operating divisions

needed storage space for their raw materials. Operating Unit Thumbdrive $($OUT$)$ needs $2,000$ square feet of space, and Operating Unit

Racket $($OUR$)$ needs $3,000$ square feet of space. OUT's manager got a bid of $$\frac{592}{?}$ month for storage space, while OUR's manager

received a bid of $$\frac{888}{?}$ month for storage space.

Gary believes it would be prudent to find space that would fit both of the operating units' needs. The cost of that space$-$which allows

additional room for each unit$-$would be $$1,340/$month$.$ He goes ahead and rents this space for $6$ months.

$($a$)$

Using the stand$-$alone method, determine how much of the common storage space cost will be allocated to each operating unit.

$($Round percentage of total to $2$ decimal places, e$.$g$.15\mathrm{.}25\%$ and final answers to $2$ decimal places, e$.$g$.15\mathrm{.}25.)$