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A delivery truck was just purchased for $80,000. Its estimated salvage value at the end of its useful life, in 8 years, is $
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Solution :

The solution is correct.

Please find a further detailed version of the solution as follows :

a.Calculation of annual depreciation as per straight line depreciation :

The formula for calculation of the annual depreciation as per straight line method of depreciation is

Annual depreciation = ( Cost of the asset – Salvage value ) / No. of years of useful life  

As per the information given in the question we have

Cost of the asset = $ 80,000 ; Salvage value = $ 20,000 ; No. of years of useful life = 8 years

Applying the above information in the formula we have

= ( $ 80,000 - $ 20,000 ) / 8

= $ 60,000 / 8 = $ 7,500

Thus the Annual depreciation as per the straight line method is = $ 7,500

b. Calculation of book value after 6 years :

The Accumulated depreciation for a period of 6 years = Annual Depreciation * No. Of years of usage

= $ 7,500 * 6

= $ 45,000

Thus the Cost of The Asset = $ 80,000                                 -   ( A )

Accumulated Depreciation for 6 Years = $ 45,000             -   ( B )

Thus Book value of the Asset after 6 years = (A ) – ( B ) =     $ 80,000 - $ 45,000 = $ 35,000

c.Statement showing calculation of after tax net cash inflow from the sale of the truck after 6 years of service :

Sl.No.

Particulars

Amount

1.

Sale value of the Asset

$ 50,000

2.

Less : Book value of the Asset

$ 35,000

3.

Profit on sale of Asset = (1) – (2)

$ 15,000

4.

Tax Rate

25 %

5.

Tax payable on profit on sale of asset = ( $ 15,000 * 0.25 )

$ 3,750

6.

After Tax salvage value = Sale value of asset - Tax payable on profit on sale of asset = $ 50,000 - $ 3,750= (1) - (5 )

$ 46,250

Thus the after tax net cash inflow from the sale of the truck after 6 years of service = $ 46,250

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