Answer: 5.52%
Explanation:
Given the following :
Face value (f) = $1000
Bond price(p) = 96% of face value = 0.96 × 1000 = $960
Coupon rate = 5% Semi-annually = 0.05/2 = 0.025
Payment per period (C) = 0.025 × 1000 = $25
Period(n) = 10 years = 10 × 2 = 20
Semiannual Yield to maturity = [(((f-p)/n) + C) / (f + p)/2]
Semiannual YTM = [(((1000 - 960) / 20) + 25) / (1000 + 960)/2]
Semiannual Yield to maturity = [(((40 /20) + 25) / 1960/2]
= (2 + 25) / 980
= 27 / 980 = 0.02755 = 2.755% = 2.76%
Pretax cost of debt = Yield to maturity = 2 × Semiannual yield to maturity
Pretax cost of debt = 2 × 2.76% = 5.52%
Answer:
WoodCore Inc. is involved in exporting.
Explanation:
Exporting is the act of producing a good in the home country, and selling the product abroad.
WoodCore Inc. is involved in exporting because, as an American company, it finishes its products in the United States, but ships a part of the production for sale in Europe.
If instead, it obtained the finished goods from Europe, and sold them in the United States, WoodCore Inc. would be involved in importing.
Answer:
require businesses in the country to both build cars and design electronics
It might be wrong but I think its the first option make plans.
Answer:
The geometric average return for this stock was <u>8.64%</u>.
Explanation:
Geometric average return refers to the return which will result in the correct compounded dollars at the end of the time period.
Geometric average return can be computed using the following formula:
Geometric average return = {[(1 + r1)(1 + r2) ... (1 + rn)]^(1/n)} - 1 ......... (1)
Where r is returns from year 1 to year n.
For the stock in the question, we have:
r1 = 9.62%, 0.0962
r2 = -14.65%, or -0.1465
r3 = 19.85%, or 0.1985
r4 = 25.35%, or 0.2535
r5 = 7.65%, or 0.0765
n = 5
Substituting the values into equation (1), we have:
Geometric average return = {[(1 + 0.0962)(1 - 0.1465)(1 + 0.1985)(1 + 0.2535)(1 + 0.0765)]^(1/5)} - 1
Geometric average return = {1.51310732605096^0.20} - 1
Geometric average return = 0.0864, or 8.64%
Therefore, the geometric average return for this stock was <u>8.64%</u>.
