Expert Garage pays $$128,000$ rent each year for its two$-$story building. The space in this building is occupied by five departments as specified here.

$\backslash$table$[[$Paint department,$1,500$ square feet of first$-$floor space$],[$Engine department,$3,300$ square feet of first$-$floor space$],[$Window department,$2,100$ square feet of second$-$floor space$],[$Electrical department,$980$ square feet of second$-$floor space$],[$Accessory department,$1,720$ square feet of second$-$floor space$]]$

The company allocates $65\%$ of total rent expense to the first floor and $35\%$ to the second floor, and then allocates rent expense for each floor to the departments occupying that floor on the basis of space occupied. Determine the rent expense to be allocated to each department. $($Round percents to the nearest one$-$tenth and dollar amounts to the nearest whole dollar.$)$ This problem seems challenging at first, but is a great example of real world decision making. Give yourself some time and really think about it$.$