Question

In: Accounting

On June 1, 20X1, Apache Corp. purchases for $101,700 a machine for which it estimates a...

On June 1, 20X1, Apache Corp. purchases for $101,700 a machine for which it estimates a life of 4 years and a scrap value of $4,500.

Apache uses double-declining balance depreciation. Complete the table below.

Year-beginning

Depreciation

Accumulated

Year-end

Year

book value

expense

depreciation

book value

20X1

20X2

20X3

20X4

20X5

Solutions

Expert Solution

Apache Corp.
Double Declining
Cost of Machine=(A) $                            1,01,700.00
Residual Value=(B) $                                  4,500.00
Useful life=(C ) 4
Double Declining Rate=(1/4)*200% 50%
Computation End of Year
(A) (B) (A)*(B)
Years Book Value at the beginning of the year* Depreciation rate= Annual Depreciation Expense Accumulated Depreciation Book Value at the end of the year Accumulated Dep(working) Book value(working)
20X1 $                                                        1,01,700.00 50% $                                         29,662.50 $                               29,662.50 $              72,037.50 $29662.50 ($101700-$29662.50)
20X2 $                                                            72,037.50 50% $                                         36,018.75 $                               36,018.75 $              36,018.75 ($29662.50+$36018.75) ($72037.50-$36018.75)
20X3 $                                                            36,018.75 50% $                                         18,009.38 $                               54,028.13 $              18,009.38 ($36018.75+$18009.38) ($36018.75-$18009.38)
20X4 $                                                            18,009.38 50% $                                           9,004.69 $                               63,032.81 $                 9,004.69 ($54028.13+$9004.69) ($18009.38-$9004.69)
20X5 $                                                              9,004.69 50% $                                           4,504.69 $                               67,537.50 $                 4,500.00 ($63032.81+$4504.69) ($9004.69-$4504.69)
Depreciation
20X1 ($101700*50%*7/12)

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