estion $5$ of $5$

$\frac{6\mathrm{.}67}{20}$

Calculate the amount of depreciation expense that Evers should record for Machine B each year of its useful life under the following assumptions. $($Round depreciation cost per unit to $2$ decimal places, e$.$g$.12\mathrm{.}25.$ Round final answers to $0$ decimal places, e$.$g$.2,125.)$

Evers uses the straight$-$line method of depreciation.

Evers uses the declining$-$balance method. The rate used is twice the straight$-$line rate.

Evers uses the units$-$of$-$activity method and estimates that the useful life of the machine is $125,000$ units. Actual usage is as follows: $2027,45,000$ units; $2028,35,000$ units; $2029,25,000$ units; and $2030,20,000$ units.

$\backslash$table$[[,,,$Depreciation Expense$],[,,2027,,2028,,2029],[$Straight$-$line method,$$,,$$$,,$$$,],[$Declining$-$balance method,$$,,$$$,,$$$,],[$Units$-$of$-$activity method,$$,,$$$,,$$$,]]$