Exercise B5 (Purchase of an asset and its depreciation) (8 points) Some years ago a...
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Accounting
Exercise B5 (Purchase of an asset and its depreciation) (8 points) Some years ago a company purchased two machines ( A and B ) which are identical in - purchase price P[] - (estimated) selling price L[] at end of usage time - applied method of depreciation (linear) but different in their period of usage T time. Machine A (usage time: TA ) can be used two years longer than machine B (usage time: TB ). In year 4 (of usage) financial accounting department calculated a difference in book values of 8.000, At the end of year T(TB) both machines were sold at the same sales price [] which was subject to VAT. The amount was paid by the buyer some weeks after the delivery of machines. In the company's booking system some business transactions were recorded in year T which resulted from the sale of the two machines: Please determine the dates (i.e. years) of the time line below for TB and TA[ [years]. Remark: The figure below only serves for demonstration purpose, i.e. the distances differ from real differences. Exercise B5 (Purchase of an asset and its depreciation) (8 points) Some years ago a company purchased two machines ( A and B ) which are identical in - purchase price P[] - (estimated) selling price L[] at end of usage time - applied method of depreciation (linear) but different in their period of usage T time. Machine A (usage time: TA ) can be used two years longer than machine B (usage time: TB ). In year 4 (of usage) financial accounting department calculated a difference in book values of 8.000, At the end of year T(TB) both machines were sold at the same sales price [] which was subject to VAT. The amount was paid by the buyer some weeks after the delivery of machines. In the company's booking system some business transactions were recorded in year T which resulted from the sale of the two machines: Please determine the dates (i.e. years) of the time line below for TB and TA[ [years]. Remark: The figure below only serves for demonstration purpose, i.e. the distances differ from real differences

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