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kykrilka [37]
4 years ago
11

Inthe 1920's, the value of the German mark fell dramatically. in June 1922, a U.S. dollar could buy 320 marks; by December of th

at same year, it could buy 8,000 marks.
What is the economic term for a very high rate of inflation such as the one experienced by Germany in the 1920's?

A. Inflation
B. Disinflation
C. Hyperinflation
D. Deflation
Business
1 answer:
muminat4 years ago
5 0

Answer:

The answer is C: Hyperinflation

Explanation:

Hyperinflation is high and accelerating form of inflation. It results in quick decline of the local currency`s real value. It also leads to increased prices of all goods and consumables

From the data,

In June 1922, 1 german Mark was equal to 0.003125 USD (1/320)

Whereas in December, 1922, the same german Mark was equal to 0.000125 USD. (1/8000)

You might be interested in
In her new job, alison determined to make her _____________from the start
mestny [16]

In her new job, alison determined to make her <u>mark</u> from the start. Hence, the correct answer is mark. Read below about making one's mark.

<h3>What does it mean to make mark?</h3>

If one makes his/her mark or make a mark, one becomes noticed or famous by doing something impressive or unusual.

Therefore, the correct answer is mark.

learn more about idiomatic expression: brainly.com/question/902417

#SPJ12

7 0
2 years ago
In a two-country, two-product world, the statement "Germany enjoys a comparative advantage over France in autos relative to ship
Flauer [41]

Answer:

France having a comparative advantage over Germany in ships.

Explanation:

Comparative advantage is defined as the ability of a country to produce goods and services at a lower opportunity cost compared to other countries that produce a particular good. For example of country A produces cars at $300 cost, whole country B produces the Se car at cost of $1000 the country A has comparative advantage and should focus on producing cars.

In the scenario given Germany enjoys a comparative advantage over France in autos relative to ships.

This implies that France has a greater comparative advantage in ship production than Germany.

8 0
3 years ago
Read 2 more answers
Consider a no-load mutual fund with $200 million in assets and 10 million shares at the start of the year and with $250 million
frez [133]

Answer:

273.75%

Explanation:

Note: Capital Gain distribution would be $50.25, NOT $.25 (typing mistake)

This is no-load MF. But there are other two types of MF (Mutual Funds).

If FL MF (Front Load Mutual Fund), investors pay something upfront when investing.

In BL MF (Back Load Mutual Fund), investors pay when exiting the MF.

Here, this is no load, so calulations are easier.

Now,

NAV (Net Asset Value) is the total assets divided by number of shares.

NAV beginning of year and NAV end of year. Total expense ratio will be adjusted from NAV, end of year.

NAV, beginning = 200 million / 10 million shares = $20

NAV, end = 250 - (0.01*250) / 11 million shares = $22.5

Now,

Rate of Return of the Fund =  (NAV,end - NAV,beginning + Income Distribution + Capital Gain Distribution - Liabilities) / NAV, beginning

We have:

Rate of Return =  ($22.5 - $20 + $2 + $50.25 - $0) / $20 = 2.7375

Converting to percentage:

2.7375 * 100 = 273.75%

5 0
3 years ago
Beech Company produces a single product. The company has 50,000 units in its beginning inventory. Beech's variable production co
sdas [7]

Answer:

Closing inventory = 54,000 units

Explanation:

<em>The difference between profit under variable costing and under absorption costing is simply the value of the change in inventory.</em>

<em>Usually, a decrease in inventory would cause profit under absorption costing to be lower . This is so because cost of goods sold would become higher leading to a lower profit</em>

Difference in profit = POAR × change inventory

POAR- fixed overhead cost per unit- $10,

Difference in profit - $120,000

let the change inventory be y

120,000 = 30 ×   y

y= 120,000/30

y = 4000 units

Inventory at the end = opening inventory  + change inventory

                               = 50,000 + 4000  

                               = 54,000 units

<em>Note; An increase in inventory will produce a higher profit using absorption costing. Hence, we added the change inventory to the opening inventory, to reflect an increase in inventory</em>

7 0
4 years ago
Measures of liquidity, Solvency and Profitability
gtnhenbr [62]

Answer and Explanation:

The computation is shown below:-

1. Working capital = Current Assets - Current Liabilities

= $3,514,496 - $1,098,280

= $2,416,216

2. Current ratio = Current Assets ÷ Current Liabilities

= $3,514,496 ÷ $1,098,280

= 3.2  times

3. Quick ratio = Quick Assets ÷ Current Liabilities

= ($762,860 + $1,154,610 + $824,900 ) ÷ $1,098,280

= 2.496  times

4. Accounts receivable turnover = Sales ÷ Average accounts Receivable

= $4,316,490 ÷ ($824,900 + $773,800) ÷ 2

= $4,316,490 ÷ $799,350

= 5.4 times

5. Number of days sales in receivables = Number of days in a year ÷ Accounts receivable turnover

= 365 ÷ 5.4

= 67.59 Days

6. Inventory turnover = Cost of goods sold ÷ (Average Inventory)

= $1,553,440 ÷ ($627,800 + $481,800) ÷ 2

= $1,553,440 ÷ $554800

= 2.8

7. Number of days sales in inventory = Number of days in a year ÷ Inventory turnover

= 365 ÷ 2.8

= 130.36 Days

8. Ratio of fixed assets to long-term liabilities = Net Property, plant, and equipment ÷ Total long-term liabilities

= $4,550,000 ÷ $3,500,000

= 1.3

9. Ratio of liabilities to stockholders equity = Total liabilities ÷ Total stockholders' equity

= $4,598,280 ÷ $5,747,850

= 0.80

10. Times interest earned = Income from operations ÷ Other expense (interest)

= $1,070,460 ÷ $280,000

= 3.82

11. Asset turnover = Sales ÷ Average Total Assets

= $4,316,490 ÷ ($10,346,130 + $8,125,942) ÷ 2

= $4,316,490 ÷ $9,236,036

= 0.467

12. Return on total assets = Net Income ÷ Average Total Assets

= $745,200 ÷ $9,236,036

= 8.07%

13. Return on stockholders’ equity = Net Income ÷ Avg. stockholders’ equity

= $745,200 ÷ ($5,747,850 + $5,052,150) ÷ 2

= $745,200 ÷ $5,400,000

= 13.8%

14. Return on common stockholders’ equity = (Net Income - Preferred dividend) ÷ (Average common stockholders’ equity )

= ($745,200 - $12,600) ÷ ($820,000 + $820,000 + $4,207,850 + $3,512,150) ÷ 2

= $732,600 ÷ $4,680,000

= 15.65%

15. Earnings per share on common stock = (Net Income - Preferred dividend) ÷ (Number of Outstanding shares )

= $732,600 ÷ $82,000

= $8.93

16. Price-earnings ratio = Market price ÷ Earning per share

= $52 ÷ $8.93

= 5.82

17. Dividends per share of common stock = Dividend on common stock ÷ Number of Outstanding shares

= $36,900 ÷ $82,000

= $0.45

18. Dividend yield = Dividends per share of common stock ÷ Market price

= $0.45 ÷ $52

= 0.865%

Therefore we have applied the above formulas.

6 0
4 years ago
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