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Nataly_w [17]
3 years ago
11

Ben bought a local artist's painting for $2,100. Several years later. Ben sold it for $2,700. The year Ben sold the painting. He

was in the 15% tax bracket. Ben's gain on the picture will be taxed at:
A-15%
B-25%
C_28%
D-33%
Business
1 answer:
slega [8]3 years ago
4 0
The correct answer is C: 28%

to solve you have to subtract the amount of change, so 2700-2100= 600
then you take 600 divide by the original number which is 2100. so your equation is change divided by original, or in this case 600/2100, when you divide the equation you get an answer of 0.28, you then have to move the decimal 2 places to the right, to get an answer of 28%

hope this helped! :)
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When I am in a conflict that I am not passionate about, it is seen as gracious to sometimes nothing because it did not hurt me in any way because first and foremost, it is not my concern to start of. Conflicts maybe hard but as long as I am not affected, it does not matter.

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In a free market​ system, ____. A. central planning determines supply B. government forces primarily determine prices C. most ne
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Answer: Option E

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The intervention of govt. in regulating such markets is very minimal. Thus, the control in such markets stands in hands of private owners. Therefore, the private owners produce with the single aim of profit maximization in such economies.

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Last year your performance was not very good and your performance rating was below average, but this year you have done very wel
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Which of the following two methods are typically used for initial screening of​ investments, rather than for​ detailed, in-depth
OLga [1]

Answer:

A. payback and accounting rate of return

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  • The initial screen is a practice method of excluding the investments form the portfolio basis on the social environment and governance and the screening is mot applicable to the investments.
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Simon Company’s year-end balance sheets follow.At December 31 2017 2016 2015Assets Cash $ 36,335 $ 42,472 $ 42,524 Accounts rece
mina [271]

Answer:

(1) Debt Ratio in 2017 = 44.57%; Debt Ratio in 2016 = 39.33%; Equity Ratio in 2017 = 55.43%; and Equity Ratio in 2016 = 60.67%.

(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

7 0
3 years ago
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