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Straight-Line, Declining-Balance, Sum-Of-The-Years'-Digits, and MACRS Methods A machine is purchased January 1 at a cost of $68,300. It is expected to serve for eight years

Straight-Line, Declining-Balance, Sum-Of-The-Years'-Digits, and MACRS Methods

A machine is purchased January 1 at a cost of $68,300. It is expected to serve for eight years and have a salvage value of $2,300.

Required:

1. Prepare a schedule showing depreciation for each of the eight years and the book value at the end of each year using the following methods:

a. Straight-line

Straight-Line Method
Year Annual Depreciation Ending Book Value
1 $fill in the blank 54102307dfa3ffd_1 $fill in the blank 54102307dfa3ffd_2
2 fill in the blank 54102307dfa3ffd_3 fill in the blank 54102307dfa3ffd_4
3 fill in the blank 54102307dfa3ffd_5 fill in the blank 54102307dfa3ffd_6
4 fill in the blank 54102307dfa3ffd_7 fill in the blank 54102307dfa3ffd_8
5 fill in the blank 54102307dfa3ffd_9 fill in the blank 54102307dfa3ffd_10
6 fill in the blank 54102307dfa3ffd_11 fill in the blank 54102307dfa3ffd_12
7 fill in the blank 54102307dfa3ffd_13 fill in the blank 54102307dfa3ffd_14
8 fill in the blank 54102307dfa3ffd_15 fill in the blank 54102307dfa3ffd_16

b. Double-declining-balance (round to two decimal places)

Double-Declining-Balance Method
Year Annual Depreciation Ending Book Value
1 $fill in the blank 5ea96806e015038_1 $fill in the blank 5ea96806e015038_2
2 fill in the blank 5ea96806e015038_3 fill in the blank 5ea96806e015038_4
3 fill in the blank 5ea96806e015038_5 fill in the blank 5ea96806e015038_6
4 fill in the blank 5ea96806e015038_7 fill in the blank 5ea96806e015038_8
5 fill in the blank 5ea96806e015038_9 fill in the blank 5ea96806e015038_10
6 fill in the blank 5ea96806e015038_11 fill in the blank 5ea96806e015038_12
7 fill in the blank 5ea96806e015038_13 fill in the blank 5ea96806e015038_14
8 fill in the blank 5ea96806e015038_15 fill in the blank 5ea96806e015038_16

c. Sum-of-the-years'-digits (round to two decimal places)

Sum-Of-The-Years'-Digits Method
Year Annual Depreciation Ending Book Value
1 $fill in the blank 0d08d0f9a020042_1 $fill in the blank 0d08d0f9a020042_2
2 fill in the blank 0d08d0f9a020042_3 fill in the blank 0d08d0f9a020042_4
3 fill in the blank 0d08d0f9a020042_5 fill in the blank 0d08d0f9a020042_6
4 fill in the blank 0d08d0f9a020042_7 fill in the blank 0d08d0f9a020042_8
5 fill in the blank 0d08d0f9a020042_9 fill in the blank 0d08d0f9a020042_10
6 fill in the blank 0d08d0f9a020042_11 fill in the blank 0d08d0f9a020042_12
7 fill in the blank 0d08d0f9a020042_13 fill in the blank 0d08d0f9a020042_14
8 fill in the blank 0d08d0f9a020042_15 fill in the blank 0d08d0f9a020042_16

2. Assuming a seven-year class of property, compute MACRS depreciation expense for each year of the assets life.

MACRS method
Year Original Cost MACRS Depreciation Rates 7-Year Class of Property Depreciation Expense
1 $68,300 14.29% $fill in the blank b608af0bdfa7fda_1
2 68,300 24.49% fill in the blank b608af0bdfa7fda_2
3 68,300 17.49% fill in the blank b608af0bdfa7fda_3
4 68,300 12.49% fill in the blank b608af0bdfa7fda_4
5 68,300 8.93% fill in the blank b608af0bdfa7fda_5
6 68,300 8.92% fill in the blank b608af0bdfa7fda_6
7 68,300 8.93% fill in the blank b608af0bdfa7fda_7
8 68,300 4.46% fill in the blank b608af0bdfa7fda_8
Total $fill in the blank b608af0bdfa7fda_9

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