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CHAPTER 2 The Balance Sheet 83 2.17. The Lazy Ranch just purchased equipment time 0000. The equipment is expected to last fiv
Question 2.18. Using the information provided in the problem on page 83, calculate/answer the following questions. Note where
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Answer #1

Answer to Q 2.17:-

Straight Line method of Depreciation reduces the value of an asset gradually over its useful life. The process is as follows:

> Determine the initial cost of the asset. Lets assume C.

> Subtract the estimated salvage value at the end of the useful life. Lets assume S.

> Determine the estimated useful life, in years, of the asset. Lets assume L.

> Straight Line Rate of Depreciation = (1 / L * 100)%.

> Straight Line amount of Depreciation each year = (C - S) / L.

Double Declining Balance Method of Depreciation is a form of accelerated depreciation method in which the rate of depreciation is twice the Straight Line Rate of Depreciation. The process is as follows:-

> Determine the initial cost of the asset. Lets assume 100.

> Subtract the estimated salvage value at the end of the useful life. Lets assume 20.

> Determine the estimated useful life, in years, of the asset. Lets assume 5.

> Calculate Straight Line Rate of Depreciation = (1 / 5 * 100)%. = 20%

> Now multiply the above Straight Line Rate of Depreciation by 2. This will be the applicable depreciation rate for Double Declining Balance Method. i.e. 20% * 2 = 40%.

> Now Depreciation amount for the first year = 40% of 100 = 40

> Ending period value = 100 - 40 = 60.

> Now Depreciation amount for the next year = 40% of 60 = 24.

> Ending period value = 60 - 24 = 36.

> The steps are repeated till the estimated salvage value is reached.

Solution:-

> As per Straight Line method of Depreciation:-

Cost of the asset = $ 60,000.

Salvage Value = 0.

Useful life = 5 years.

Rate of Depreciation = (1 / 5 * 100)%. = 20%

Depreciation expense for Year 1 = 20% of 60000 = $ 12,000.

Depreciation expense for Year 2 = 20% of 60000 = $ 12,000.

> As per Double Declining Balance Method:-

Cost of the asset = $ 60,000.

Salvage Value = 0.

Useful life = 5 years.

Rate of Depreciation = 2 * (1 / 5 * 100)%. = 40%

Depreciation expense for Year 1 = 40% of 60000 = 24000.

Value of the asset at the end of Year 1 = 60000 - 24000 = 36000.

Depreciation expense for Year 2 = 40% of 36000 = 14400.

Value of the asset at the end of Year 2 = 36000 - 14400 = 21600.

Depreciation expense for Year 1 = $ 24,000.

Depreciation expense for Year 2 = $ 14,400.

Answer to Q 2.18:-

Assuming there are no other related entries,

Calculation of Balance of Ledger Retained Earnings will be:

Opening Balance + Net Income - Dividends Paid = Closing Balance.

As per the available data,

Dividends Paid = Opening Balance + Net Income - Closing Balance.

So,

Dividends Paid in the Year 2013 = 700 + 250 - 890 = 60.

Dividends Paid in the Year 2014 = 890 + 225 - 1045 = 70.

Dividends Paid in the Year 2015 = 1045 + 40 - 1010 = 75.

Retained Earnings: (in $) 2013 2014 2015
Opening Balance 700 890 1045
Add: Net Income for the Year 250 225 40
Less: Dividends Paid 60 70 75
Closing Balance 890 1045 1010
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