On January $1,2020,$ a machine was purchased for $$112,500.$ The machine has an estimated residual value of $$7,200$ and an estimated useful life of $5$ years. The machine can operate for $117,000$ hours before it needs to be replaced. The company closed its books on December $31$ and operates the machine as follows: $2020,23,400$ hours; $2021,29,250$ hours; $2022,17,550$ hours; $2023,35,100$ hours; and $2024,11,700$ hours.

$.$

Assume a fiscal year$-$end of September $30.$ Compute the annual depreciation charges over the asset's life applying each of the following methods. $($Round answers to $0$ decimal places, e$.$g$.45,892.)$

$\backslash$table$[[$Year$,$Straight$-$line Method,Sum$-$of$-$the$-$years'$-$digits method,Double$-$declining$-$balance method$],[2020,$$$,$$$,$$