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Ainat [17]
3 years ago
10

Suppose a stock had an initial price of $65 per share, paid a dividend of $1.45 per share during the year, and had an ending sha

re price of $58. a, Compute the percentage total return. (A negative answer should be indicated by a minus sign. Do not round intermediate calculations and enter your answer as a percent rounded to 2 decimal places, e.g., 32.16.) b. What was the dividend yield and the capital gains yield
Business
1 answer:
DerKrebs [107]3 years ago
7 0

<u>Solution and Explanation:</u>

<u>The total return is as follows: </u>

Total return = (Closing price – opening price + dividend) / opening price

=(\$ 58-\$ 65+\$ 1.45) / \$ 65

= -8.54%

Therefore, the total return is -8.54%

b. Dividend yield is as follows;

Dividend yield = Dividend / opening price

= $1.45 divided by $65

= 2.23%

Therefore, the dividend yield is 2.23%

c. the capital gain yield is as follows;

Capital gain yield = (Closing price – opening price) / opening price  

=(\$ 58-\$ 65) / \$ 65

= -10.77%

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Participants will now be selected from each group at random to participate in the survey.

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2 years ago
An industrialization policy of restricting imports in order to boost local production for local consumption of goods that would
raketka [301]

Answer:

The correct answer is letter "A": import substitution.

Explanation:

Import substitution is the strategy by which a government sets restrictions on imports so the same products being imported are consumed domestically instead of being exported. This approach is implemented to boost domestic production which increases the employment rate of a country.

<em>Protectionist countries</em> tend to impose tariffs on other countries' imports in an attempt to prioritize the industries within their borders.

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3 years ago
Bombs Away Video Games Corporation has forecasted the following monthly sales:
vladimir1956 [14]

Answer:

Bombs Away Video Games Corporation

Production and Inventory Schedule

                Sales Units Production units Ending Units

Beginning inventory                                      38,000

January           22,600        15,200               30,600

February          21,200        15,200               24,600

March                7,600        15,200                  1,800

April                   7,600        15,200                9,400  

May                   6,600        15,200               18,000

June                 9,600        15,200              23,600

July                  11,600        15,200              27,200

August            11,600        15,200               30,800

September    13,600        15,200               32,400

October        19,600        15,200               28,000

November   23,600        15,200                19,600

December   27,200        15,200                 7,600

Explanation:

a) data and Calculations:

Sales Budget ($'000)  Sales Units Production units Ending Units

Beginning inventory                          38,000

January        $113,000    22,600       15,200                30,600

February       106,000     21,200       15,200                24,600

March             38,000       7,600       15,200                   1,800

April                38,000       7,600       15,200                  9,400  

May                33,000       6,600       15,200                 18,000

June              48,000       9,600       15,200                23,600

July               58,000       11,600       15,200                27,200

August          58,000      11,600       15,200                30,800

September   68,000     13,600       15,200                32,400

October        98,000    19,600       15,200                28,000

November   118,000    23,600       15,200                19,600

December  136,000    27,200       15,200                 7,600

Total                            182,400    182,400                

3 0
3 years ago
If your uncle borrows $56,000 from the bank at 10 percent interest over the eight-year life of the loan. Use Appendix D for an a
Elan Coil [88]

Answer:

a. Annually equal instalment = Principal x rate x ( (1+rate)n / (1+rate)n -1 )

Explanation:

Accrding to the following formula, we calculate the anually equal instalment.

So, instalment = 56000 x 0.10 x ( (1.10)8 / (1.10)8 -1) = $10496.86498 ~ $10496.86

7 0
3 years ago
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