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mash [69]
2 years ago
12

Western Bank & Trust purchased land and a building for the lump sum of $3 million dollars. To get the maximum tax deduction,

Western allocated 90% of the purchase price to the building and only 10% to the land. A more realistic allocation would have been 70% to the building and 30% to the land.
Explain the tax advantage of allocating too much to the building and too little to the land.

Was Western's allocation ethical? If so, state why. If not, state why not. Identify who was harmed.
Business
1 answer:
leonid [27]2 years ago
3 0

Answer:

Explanation:

Because land never depreciates, Western Bank & Trust wanted to distribute a higher percentage of the purchase price to the building, rather than the land. By allocating 90% of the purchase price to the building, rather than a more accurate 70%, Western Bank & Trust increases the depreciation amount of the building each year. For tax purposes, the IRS requires that the Modified Accelerated Cost Recovery System (MACRS) be used as the depreciation method used by companies. Under this method, the IRS specifies the useful life for a specific asset. MACRS also ignores residual value of an asset at the end of its useful life. By stating that the building was worth 90% of the total purchase price, Western Bank is attempting to increase its tax deduction from the IRS, because only the building depreciates, not the land. This improper allocation of the total purchase amount violates GAAP principles, which require that accounting information be “relevant and have faithful representation.” The information must be “complete, neutral, and free from error” (Nobles, Mattison, & Matsumura, 2014). For Western Bank to provide complete, neutral, and free from error information, it should record the transaction honestly: 70% to the building, 30% to the land. This dishonest representation is harmful to the federal government in that it is allowing Western Bank to take more money than what it is owed. If these kinds of situations happen on a large scale, it could have a huge impact on the economy in general. Source: Nobles, T., Mattison, B., & Matsumura, E. M. (2014). Horngren's Accounting, 10th Edition. Pearson Education, Inc. Student 2

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(2) Debt-To-Equity Ratio in 2017 = 80.42%; and Debt-To-Equity Ratio in 2016 = 64.83%.

(3) Times Interest Earned in 2017 = 4.71 times; and Times Interest Earned in 2016 = 4.22 times.

Explanation:

(1) Calculation of debt and equity ratios

Debt ratio is a ratio that is used to measure the ability of a company to pay off its liabilities with its assets. Debt ratio can be calculated using the following formula:

Debt Ratio = Total Debt / Total Assets

We can then calculate as follows:

Total debt = Accounts payable + Long-term notes payable secured by mortgages on plant assets

Total debt in 2017 = $159,605 + $120,505 = $280,110

Total debt in 2016 = $89,723 + $123,354 = $213,077

Total assets in 2017 = $628,417

Total assets in 2016 = $541,739

Debt Ratio in 2017 = $280,110 / $628,417 = 0.4457, or 44.57%

Debt Ratio in 2016 = $213,077 / $541,739 = 0.3933, or 39.33%

Equity ratio is a ratio that is used to measure the amount of assets of a company that are financed by the investments of the owners of the company. Equity ratio can be calculated using the following formula:

Equity Ratio = Total Equity / Total Assets

We can then calculate as follows:

Total equity = Common stock, $10 par value + Retained earnings

Total equity in 2017 = $162,500 + $185,807 = $348,307

Total equity in 2016 = $162,500 + $166,162 = $328,662

Equity Ratio in 2017 = 0.5543, or 55.43%

Equity Ratio in 2016 = 0.6067, or 60.67%

(2) Calculation of debt-to-equity ratio.

The debt-equity ratio provides the proportion of financing of a company that is contributed by creditors and investors. Debt-equity ratio can be calculated using the following formula:

Debt-To-Equity Ratio = Total Debt / Total Equity

Using the data in part (1) above, we can then calculate as follows:

Debt-To-Equity Ratio in 2017 = $280,110 / $348,307 = 0.8042, or 80.42%

Debt-To-Equity Ratio in 2016 = $213,077 / $328,662 = 0.6483, or 64.83%

(3) Calculation of times interest earned

The times interest earned ratio is a ratio that is used to determine the proportionate amount of income that that is required to cover interest expenses. The times interest earned ratio can be calculated using the following formula:

Times Interest Earned = Earnings before interest and tax (EBIT) / Interest expenses

We can then calculate as follows:

EBIT = Sales - Cost of goods sold - Other operating expenses

EBIT in 2017 = $816,942 - $498,335 - $253,252 = $65,355

EBIT in 2016 = $644,669 - $419,035 - $163,101 = $62,533

Interest expenses in 2017 = $13,888

Interest expenses in 2016 = $14,827

Times Interest Earned in 2017 = $65,355 / $13,888 = 4.71 times

Times Interest Earned in 2016 = $62,533 / $14,827 = 4.22 times

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