Answer:
option (b) $4,200 gain
Explanation:
Data provided in the question:
Par value of outstanding bonds = $119,000
Carrying value of the bonds = $108,700
Price at which bond is called = $104,500
Now,
Gain on the retirement is calculated using the relation as;
Gain on retirement
= Carrying value of Bonds - Price at which bond is called
= $108,700 - $104,500
= $4,200
Since, the result is positive, therefore a gain will be recognized
Hence, correct answer is option (b) $4,200 gain
Answer:
Distinguish between an absolute advantage and a comparative advantage is discussed below.
Explanation:
Absolute advantage and a comparative advantage
- Absolute advantage concentrates on the marginal cost of reproduction of an asset whereas comparative advantage characteristically concentrates on the opportunity cost of production.
- Trading judgments based on comparative advantage between nations are forever respectively advantageous.
The comparison will depend partly on the parents and partly on the CULTURE IN WHICH THE FAMILY LIVES. A child economic and social well being depends on a number of diverse factors, one of these is family structure. When comparing the economic wellness of children from different family structure, the culture in which the families live is also a significant factor which must also be considered.
Answer:
Annual increase is $1,108.4
Explanation:
In 2016, average price was $27,258.6
In 2010, average price was $20,608
Average increase in 6 years = $27,258.6 - $20,608 = $6,650.6
Annual average increase = $6650.6/6 = $1,108.4
Answer:
0.73
Explanation:
Given that
WACC = 11%
Tax rate = 34%
Cost of equity = 14.9 %
Cost of debt = 8.6%
Recall that
WACC = (cost of equity × % of equity) + (cost of debt × % of debt) + ( 1 - tax rate)
We are to find
Cost of debt and cost of equity
Let
Cost of debt be x
Cost of equity be (1 - x)
Thus,
0.11 = (1 - x)(0.149) + (x)(0.086)(1 - 0.34)
x = 0.4228
Therefore,
Debt-equity ratio
= Cost of debt/cost of equity
= 0.4228/(1 - 0.4228)
= 0.73
