On January $1,2024,$ Stoops Entertainment purchases a building for $$480,000,$ paying $$110,000$ down and borrowing the remaining $$370,000,$ signing a$($n$)9\%,10-$year mortgage. Installment payments of $$4,687\mathrm{.}00$ are due at the end of each month, with the first payment due on January $31,2024.$

$4.$ Total payments over the $10$ years are $$562,440($$$4,687\mathrm{.}00120$ monthly payments$).$ How much of this is interest expense and how much is actual payment of the loan? $($Round your final answers to the nearest whole dollar amount.$)$