Answer:
percentage of total industry sales accounted for by the largest firms in the industry.
Explanation:
The concentration ratio calculated the market share percentage for an industry and the same is held by the larger firms inside the industry. Also it determined the total output that could be generated from the number of firms in the industry
Therefore as per the given options, the above options should be considered correct
Answer:
Zero-cupon bond= $376,889.48
Explanation:
Giving the following formula:
Face value= $1,000,000
Mature= 10*2= 20 semesters
Market rate= 0.1/2= 0.05
<u>To calculate the price of the bond, we need to use the following formula:</u>
Zero-cupon bond= [face value/(1+i)^n]
Zero-cupon bond= [1,000,000 / (1.05^20)]
Zero-cupon bond= $376,889.48
<u>Solution and Explanation:</u>
a) No, it should not be included as the goods were shipped on 26th March and the terms were FOB shipping, it does not matter that customer receives it on 2 March
.
b) Yes, as the title of goods passes to houghton on 26th March as the terms were FOB shipping hence (450+30) $480 should be included.
c) Yes, $720 should be included in ending inventory as the goods will be shipped on 10th march
.
d) No, as the goods were on consignment
.
e) No, as the terms are FOB destination hence totle of goods passes to Houghton on March 2 hence shouls not be included.
f) Yes, as terms include FOB destination so titke passes to customer on March 2 hence is included at cost of $240.
Answer:
(A) 11.3% (B) $430,000
Explanation:
There seems to be an error in the compounding equation written as A(t) = 50,000(1.055)2t.
Compounding the semi annual return, the equation should be

where t is the number of years.
The equation is similar to the first expected that 1.055 is raised to the power of (2t) and not multiplied by it.
(A) Compounding at 5.5% semi-annually, the equivalent annual growth rate is computed as follows.
= 
= 1.113025 - 1
= 0.113025 = 11.3025%
= 11.3% (to the nearest tenth of a percent).
(B) In 20 years, the investment will be worth
(where t=20)
= 
= 
= 50,000 * 8.5133
= $425,665
= $430,000 (to the nearest ten thousand dollars)
consumption and production of the taxed product are reduced below the level of allocative efficiency which would occur without the tax.