Answer:
Capital Gains Yield = 10.45%
Explanation:
The capitals gain yield represents the percentage appreciation or increase in the value of an investment. It is simply calculated by calculating the increase in the value of an investment or stock/bond and divide it by its initial cost.
The formula for CG Yield is,
CG Yield = (P1 - P0) / P0
Where,
P1 is current price
P0 is initial price paid
Thus CG Yield = (54.01 - 48.9) / 48.9 = 0.10449 pr 10.449%
Answer: $6,000,000
Explanation:
Hi, to answer this question we simply have to multiply the total market capital of the company (20,000,000) by the percentage under preferred stock (30%) in decimal form.
Mathematically speaking:
20,000,000 x (30/100) = $6,000,000
Feel free to ask for more if needed or if you did not understand something.
Answer:
A. Lowest Total Cost:
A. 315,550 or more
B. Lowest total cost of annual volume of 120 boats
C. C
Explanation:
The lowest total cost among the three alternatives is b.
If the company goes for new location it will have to incur fixed cost of $270,000 and variable cost per boat will be $600.
If the company Subcontracts then Total cost per boat is $2,620
If a company goes for expanding existing facility then it will incur fixed cost of $57,000 and variable cost will be $1,030 per boat.
If company produces 315,000 or more boats then it will have lowest possible cost for the boat.
For an output of 120 bots the best possible alternative is option C. The fixed cost will be $475 per boat ($57,000 / 120 boats)
The total cost will be $1,505 ($475 + $1,030)
<span>Countries with free market economies in which property rights are protected tend to have </span>greater economic growth rates <span>than command economies or economies where property rights are poorly protected.
</span><span>The reason is the lack of infrastructure and supporting business in primitive or undeveloped economies, which may lead to situation in which is more costly to do business. </span>
Closest to the view of the majority of voters.
The Anthony Downs model attempts to apply economic theories to political decision making.
