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Licemer1 [7]
3 years ago
10

Last year, the Miller Company reported a return on assets of 15 percent and an asset turnover of 1.6. In the current year, the c

ompany reported a return on assets of 19 percent but an asset turnover of only 1.2. If sales revenue remained unchanged from last year to the current year, what would explain the two ratio results?
Business
1 answer:
Tema [17]3 years ago
3 0

Answer:

b. Asset turnover decreased, therefore, total assets had to increase. If total assets increased, yet the return on assets also increased, then net income also had to increase.

Explanation:

The options are as follows

a. Asset turnover decreased, therefore, total assets had to decrease. If total assets decreased, yet the return on assets also increased, then net income also had to increase.

b. Asset turnover decreased, therefore, total assets had to increase. If total assets increased, yet the return on assets also increased, then net income also had to increase.

c. Asset turnover decreased, therefore, total assets had to decrease. If total assets decreased, yet the return on assets also increased, then net income also had to decrease.

d. Asset turnover decreased, therefore, total assets had to increase. If total assets increased, yet the return on assets also increased, then net income also had to decrease.

Let us assume the sales is $100,000

So, the asset turnover equal to

Asset turnover = Sales ÷ Total Assets

1.6 = $100,000 ÷ Total assets

Total assets = $62,500

Now the return on assets equal to

Return on assets = Profit ÷ Total Assets

15% = Profit ÷ $62,500

So, the profit is $9,375

Now in the current year

The asset turnover equal to

Asset turnover = Sales ÷ Total Assets

1.2 = $100,000 ÷ Total assets

Total assets = $83,333.33

Now the return on assets equal to

Return on assets = Profit ÷ Total Assets

19% = Profit ÷ $83,333.33

So, the profit is $15,833.33

Now the increase in asset and profit is

Increase in asset = ($83,333.33 - $62,500) ÷ (62500)

= 33.33%

And, the increase in profit is

= ($15,833.33,- $9,375) ÷ ($9,375)

= 68.89%

As we can see that the increase in asset decreased but at the same time the increase in profit increases that results in increases in total assets and the increment in return on assets.

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Consider a risky portfolio. The end-of-year cash flow derived from the portfolio will be either $70,000 or $200,000 with equal p
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Answer:

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Explanation:

first we must calculate the expected value of the risky portfolio = ($70,000 x 0.5) + ($200,000 x 0.5) = $135,000

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Answer:

$27,000

Explanation:

The following costs were incurred by Smith's company during the month of March

Direct labor $53,000

Indirect labor 18,000

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Indirect materials 4,000

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