SOLUTION 1 (A) | ||||
CALCULATION OF THE DEPRECIATION AS PER STRAIGHT LINE METHOD FOR MACHINE | ||||
Purchase Cost of Machine | 3,03,200 | |||
Less: Salvage Value | 15,200 | |||
Net Value for Depreciation | 2,88,000 | |||
Usefule life of the Assets | 8 years | |||
Depreciation per year = Value for Depreciation / 8 years = | 36,000 | |||
Total Depreciation for the per year | 36,000 | |||
Depreciation for the year 2020 = $ 36,000 X 3 /12 month = | 9,000 | |||
SOLUTION 1 (B) | ||||
CALCULATION OF THE DEPRECIATION AS ACTIVITY METHOD (UNITS OF OUTPUT) FOR 2020 | ||||
Purchase Cost of Equipment = | 3,03,200 | |||
Less: Salvage Value = | 15,200 | |||
Net Value for Depreciation = | 2,88,000 | |||
Expected to Produce Units= | 45,000 | Units | ||
Depreciation per unit = | $ 6.40 | Per Unit Cost | ||
($ 288,000 / 45,000 Units) | ||||
Depreciation for the year 2020 = 1000 Units X $ 6.40 = | $ 6,400 | |||
SOLUTION 1 (C) | ||||
CALCULATION OF THE DEPRECIATION AS ACTIVITY METHOD (WORKING HOURS) FOR 2020 | ||||
Purchase Cost of Equipment = | 3,03,200 | |||
Less: Salvage Value = | 15,200 | |||
Net Value for Depreciation = | 2,88,000 | |||
Expected to Produce Hours | 20,000 | Hours | ||
Depreciation per unit = | $ 14.40 | Per Hours | ||
($ 288,000 / 45,000 Units) | ||||
Depreciation for the year 2020 = 530 Hours X $ 14.40 = | $ 7,632 | |||
SOLUTION 1 (D) | ||||
CALCULATION OF THE DEPRECIATION AS PER SUM OF DIGITS METHOD | ||||
Purchase Cost of Machine | $ 3,03,200 | |||
Less: Salvage Value | $ 15,200 | |||
Net Value for Depreciation | $ 2,88,000 | |||
SUM OF DIGITS = 1+2+3+4+5+6+7+8 =36 | ||||
For the year 2020 , 2021 & 2022 Digits is 8 , 7 & 6respectively | ||||
Depreciation for the year | ||||
Depreciation for the year 2020 = ($ 2,88,00 * 8 /36) X 3/12 Month = | $ 64,000 | |||
Machine is used for the only 3 months so depciation = $ 64,000 X 3/12) | $ 16,000 | |||
Depreciation for the year 2021 ($ 2,88,00 * 8 /36) X 9/12 Month = | $ 48,000 | |||
Depreciation for the year 2021 = ($ 2,88,00 * 7 /36) X 3/12 Month = | $ 14,000 | |||
Depreciation for the year 2021 | $ 62,000 | |||
Depreciation for the year 2021 ($ 2,88,00 * 7 /36) X 9/12 Month = | $ 42,000 | |||
Depreciation for the year 2021 = ($ 2,88,00 * 6 /36) X 3/12 Month = | $ 12,000 | |||
Depreciation for the year 2022 | $ 54,000 | |||
SOLUTION 1 (E) | ||||
CALCULATION OF THE DEPRECIATION AS PER DOUBLE DECLINE METHOD FOR MACHINE C | ||||
Rate of Depreciation = | ||||
Rate of Depreciation = (1 / 8 Years ) | 0.125 or 12.50% | |||
(Depreication / Purchase price ) | ||||
Double decline deprection rate = 12.5% * 2 = | 25.0% | |||
Depreciation for the year 1 = | ||||
Purchase Value (Including installantion and delivery Cost) = | 22,000 | |||
Depreciation for the year 1 @ 40.00% = | 8,800 | |||
Closing Value of year 1 | 13,200 | |||
Opening Balance of the year 2020 | 3,03,200 | |||
Depreciation for the year 2020 @ 25.00% for 3 mont ($ 303,200 X 25% X 3/12) | 18,950 | |||
Closing Value of year 2020 | 2,84,250 | |||
Opening Balance of the year 2021 | 2,84,250 | |||
Depreciation for the year 2021 @ 25.00% = | 71,063 | |||
Closing Value of year 2021 | 2,13,188 | |||
Aswer | Amount | |||
Answer = A | $ 9,000 | |||
Answer = B | $ 6,400 | |||
Answer = C | $ 7,632 | |||
Answer = D | $ 54,000 | |||
Answer = E | $ 71,063 | |||
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