A machine costing $$210,400$ with a four$-$year life and an estimated $$16,000$ salvage value is installed in Luther Company$$s factory on January $1.$ The factory manager estimates the machine will produce $486,000$ units of product during its life. It actually produces the following units: $122,500$ in Year $1,124,300$ in Year $2,120,900$ in Year $3,128,300$ in Year $4.$ The total number of units produced by the end of Year $4$ exceeds the original estimate$$this difference was not predicted. Note: The machine cannot be depreciated below its estimated salvage value. A machine costing $\backslash (\backslash$$ $210,400\backslash )$ with a four$-$year life and an estimated $\backslash (\backslash$$ $16,000\backslash )$ salvage value is installed in Luther Company's factory on January $1.$ The factory manager estimates the machine will produce $486,000$ units of product during its life. It actually produces the following units: $122,500$ in Year $1,124,300$ in Year $2,120,900$ in Year $3,128,300$ in Year $4.$ The total number of units produced by the end of Year $4$ exceeds the original estimate$-$this difference was not predicted. Note: The machine cannot be depreciated below its estimated salvage value.

Required:

Compute depreciation for each year $($and total depreciation of all years combined$)$ for the machine under each depreciation method. Note: Round your per unit depreciation to $2$ decimal places. Round your answers to the nearest whole dollar.

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Straight Line

Units of

Double Production declining balance

Compute depreciation for each year $($and total depreciation of all years combined$)$ for the machine under the Straight$-$line depreciation. A machine costing $\backslash (\backslash$$ $210,400\backslash )$ with a four$-$year life and an estimated $\backslash (\backslash$$ $16,000\backslash )$ salvage value is installed in Luther Company's factory on January $1.$ The factory manager estimates the machine will produce $486,000$ units of product during its life. It actually produces the following units: $122,500$ in Year $1,124,300$ in Year $2,120,900$ in Year $3,128,300$ in Year $4.$ The total number of units produced by the end of Year $4$ exceeds the original estimate$-$this difference was not predicted. Note: The machine cannot be depreciated below its estimated salvage value.

Required:

Compute depreciation for each year $($and total depreciation of all years combined$)$ for the machine under each depreciation method. Note: Round your per unit depreciation to $2$ decimal places. Round your answers to the nearest whole dollar.

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Straight Line

Units of

Double

Production declining balance

Compute depreciation for each year $($and total depreciation of all years combined$)$ for the machine under the Units of production. A machine costing $\backslash (\backslash$$ $210,400\backslash )$ with a four$-$year life and an estimated $\backslash (\backslash$$ $16,000\backslash )$ salvage value is installed in Luther Company's factory on January $1.$ The factory manager estimates the machine will produce $486,000$ units of product during its life. It actually produces the following units: $122,500$ in Year $1,124,300$ in Year $2,120,900$ in Year $3,128,300$ in Year $4.$ The total number of units produced by the end of Year $4$ exceeds the original estimate$-$this difference was not predicted. Note: The machine cannot be depreciated below its estimated salvage value.

Required:

Compute depreciation for each year $($and total depreciation of all years combined$)$ for the machine under each depreciation method. Note: Round your per unit depreciation to $2$ decimal places. Round your answers to the nearest whole dollar.

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Compute depreciation for each year $($and total depreciation of all years combined$)$ for the machine under the Double$-$declining$-$balance.