On January 1, Year 1, Ballard company purchased a machine for $36,000. On January 1, Year 2, the company spent $11,000 to improve its quality. The machine had a $6,000 salvage value and a 6-year life, which are unchanged. Ballard uses the straight-line method. What is the book value of the machine on December 31, Year 4

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Answer:

Book value of the machine at the end of year 4 is $20400

Explanation:

The year one depreciation is computed using the below straight depreciation method:

depreciation=cost-residual value/useful life=($36,000-$6,000)/6=$5,000

after year one book value=$36,000-$5,000=$31,000

year two depreciation=($31,000+$11,000-$6,000)/5=$7200

year 4 book value=$42,000-($7200*3)=$20400

depreciation from year 2 onwards remain the same

The book value of the machine on December 31, Year 4 is  $20,400

Please see year one depreciation as computed using the below straight depreciation method:

= Cost - Scrap value / Life time

=($36,000 - $6,000) / 6

= $5,000

After year one, book value

= $36,000 - $5,000

= $31,000

Year 2 depreciation

= ($31,000 + $11,000 - $6,000) / 5

= $7,200

Year 4 book value

= $42,000 - ($7200 * 3)

= $20,400

Therefore, book value of the machine on December 31, year 4 is $20,400

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