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Serga [27]
3 years ago
8

The following questions practice these skills:

Business
1 answer:
Nostrana [21]3 years ago
4 0

Answer:

a. If all 307 registered fishermen were to be employed by hotels (in addition to the 3,409 people already working in hotels), how many hotel stays could Bermuda produce?

since the opportunity cost is constant, then if all 307 fishermen decided to become hotel workers, then the total number of hotel stays would be (286 tons of fish x 2,000 stays per ton) + 538,000 stays = 1,110,000 stays

b. If all 3,409 hotel employees were to become fishermen (in addition to the 307 fishermen already working in the fishing industry), how many metric tons of fish could Bermuda produce?

total number of fish caught = (538,000 stays / 2,000 tons per stay) + 286 tons of fish = 555 tons of fish caught

c. attached graph                          

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How do I answer this?
Kay [80]
D then c and then the g chord
5 0
3 years ago
In 20X5, Elm Corp. bought 10,000 shares of Oil Corp. at a cost of $20,000. On January 15, 20X6, Elm declared a property dividend
xxMikexx [17]

Answer:

c) $25,000

Explanation:

A property dividend should be recorded in retained earnings at the property's  <u>market value at date of declaration.</u>

<u>The date of declaration is the date on which the firm has made the commitment to pay the dividend. The market value on this date is the value that was considered when the board made the decision to distribute a property dividend and thus is the appropriate measure of the sacrifice to the firm. </u>

<u> </u>In application to the scenario, <u>the property dividend will be recorded in retained earnings at the market value at the date of declaration which is Jan 15 </u>NOT on the day it is payable.

Hence, retained earnings will reduce by $25,000

In 20X5, Elm Corp. bought 10,000 shares of Oil Corp. at a cost of $20,000. On January 15, 20X6, Elm declared a property dividend of the Oil stock to shareholders of record on February 1, 20X6, payable on February 15, 20X6. During 20X6, the Oil stock had the following market values:  

January 15

$25,000

February 1

26,000

February 15

24,000

6 0
3 years ago
You want to create a portfolio equally as risky as the market, and you have $500,000 to invest. Information about the possible i
azamat

Answer:

Investment in stock C is $122450.3311 rounded off to $122450.33

Explanation:

A portfolio which is equally as risky as market should have a beta equal to the beta of the market as beta is a measure of the riskiness. The beta of market is always equal to 1. The formula for beta of a portfolio is as follows:

Portfolio beta = wA * Beta A + wB * Beta B + ... + wN * Beta N

Where w represents the weight of each stock in the portfolio.

Let investment in stock C be x

1 = 146000/500000 * 0.91 + 134000/500000 * 1.36 + x/500000 * 1.51

1 = 0.26572  +  0.36448 + 1.51x / 500000

1 - 0.6302 = 1.51x / 500000

0.3698 * 500000 = 1.51x

1844900 / 1.51 = x

x = $122450.3311 rounded off to $122450.33

4 0
3 years ago
g Price changes from year to year are not proportional, and consumers respond to these changes by altering their spending patter
Tpy6a [65]

Answer:

d. substitution bias.

Explanation:

Price changes from year to year are not proportional, and consumers respond to these changes by altering their spending patterns. The problem this creates for inflation calculations is called substitution bias.

A problem with the Consumer Price Index (CPI) arises from the singular fact that, when the price level of a product becomes relatively less expensive or lower, consumers tend to buy more quantity of the product and consequently, a lesser quantity of goods that are relatively more expensive.

Hence, their spending pattern changes with respect to the prices but it's not completely adjusted with the Consumer Price Index (CPI), thus, making the inflation rate to differ because of the problem of substitution bias.

6 0
3 years ago
Meacham Enterprises' bonds currently sell for $1,280 and have a par value of $1,000. They pay a $135 annual coupon and have a 15
asambeis [7]

Answer:

The answer is d. 7.45%

Explanation:

B = Current Price of the Bonds  $1,280

C = Coupon payment paid out annually  $135

CP = Call price   $1,050.

T= number of years pending until the call date 5 years

Yield to Call Formula = (C/2) * {(1- ( 1 + YTC/2)^-2t) / (YTC/2)} + (CP/1 + YTC/2)^2t)

$1,280  = ($135/2) * {(1- ( 1 + YTC/2)^-10) / (YTC/2)} +($1,050 /1 + YTC/2)^10) = 7.45%

7 0
3 years ago
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