Question

In: Accounting

A. Assume you own the machinery above. Calculate the annual depreciation expense using the straight-line method....

A. Assume you own the machinery above. Calculate the annual depreciation expense using the straight-line method. Assume all machinery is bought at the first of the year.                                                                                       

Machine                                  Cost                 Salvage Value             Useful Life

1) Tractor A                            50,000                20,000                                  5

2) Tractor B                             60,000                  0                                         7

B. Calculate the double-declining annual depreciate expense for each tractor.

Calculate years 1 through 7 for both A and B.

Solutions

Expert Solution

A. Straight line method:-

Depreciation per year = (Cost - Scrap value) ÷ Useful life

Depreciation per year of Tractor A = (50,000-20,000)÷5 = 30,000÷5 = $6,000

Depreciation per year of Tractor B = (60,000-0)÷7 = 60,000÷7 = $8,571

Depreciation under straight line
Year Tractor A Tractor B
1 $6,000 $8,571
2 6,000 8,571
3 6,000 8,571
4 6,000 8,571
5 6,000 8,571
6 8,571
7 8,571

B. Double declining method:-

Depreciation rate under straight line = 1÷ Useful life × 100

Depreciation rate under double declining method = 2× Depreciation rate under straighter line

Tractor A:-

Depreciation rate under straight line = 1÷5×100 = 20%

Depreciation rate under double declining method = 2×20% = 40%

Tractor A
Year Beginning Balance Depreciation expense Ending Balance
1 $50,000 50,000×40% = $20,000 50,000-20,000 = $30,000
2 30,000 30,000×40% = 12,000 30,000-12,000 = 18,000
3 18,000 18,000×40% = 7,200 18,000-7,200 = 10,800
4 10,800 10,800×40% = 4,320 10,800-4,320 = 6,480
5 6,480 6,480×40% = 2,592 6,480-2,592 = 3,888

Tractor B:-

Depreciation rate under straight line = 1÷7×100 = 14.29%

Depreciation rate under double declining method = 2×14.29% = 28.58%

Tractor B
Year Beginning balance Depreciation expense Ending balance
1 $60,000 60,000×28.58% = $17,148 60,000-17,148 = $42,852
2 42,852 42,852×28.58% = 12,247 42,852-12,247 = 30,605
3 30,605 30,605×28.58% = 8,747 30,605-8,747 = 21,858
4 21,858 21,858×28.58% = 6,247 21,858-6,247 = 15,611
5 15,611 15,611×28.58% = 4,462 15,611-4,462 = 11,149
6 11,149 11,149×28.58% = 3,186 11,149-3,186 = 7,963
7 7,963 7,963×28.58% = 2,276 7,963-2,276 = 5,687

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