Answer:
$2,250
Explanation:
Since terms require you to amortize the loan with 7 equal end-of-year payments, it implies that interest will be paid on the amount outstanding balance for a whole year.
The would be paid in Year 2 can therefore be calculated as follows:
Equal amount of the loan principal = Loan amount / Number of equal end-of-year payments = $35,000 / 7 = $5,000
Loan balance outstanding throughout Year 2 = Loan amount - Year 1 end-of-year payment = $35,000 - $5,000 = $30,000
Year 2 interest payable = Loan balance outstanding throughout Year 2 * Annual interest rate = $30,000 = 7.5% = $2,250.
Therefore, you would be paying $2,250 interest in Year 2.
<span>The two primary sets of people in the organization who affect an individual's job satisfaction are: s</span>upervisors and co-workers
Answer:
To calculate the after-tax cost of debt, multiply the before-tax cost of debt by <u>(1 - tax rate)</u>.
Water and Power Company (WPC) can borrow funds at an interest rate of 10.20% for a period of four years. Its marginal federal-plus-state tax rate is 45%. WPC's after-tax cost of debt is <u>= 10.20% x (1 - 45%) = 5.61%</u>.
At the present time, Water and Power Company (WPC) has 15-year noncallable bonds with a face value of $1,000 that are outstanding. These bonds have a current market price of $1,329.55 per bond, carry a coupon rate of 12%, and distribute annual coupon payments. The company incurs a federal-plus-state tax rate of 45%. If WPC wants to issue new debt, what would be a reasonable estimate for its after-tax cost of debt (rounded to two decimal places)?
<u>B. 4.47%</u>
pre-tax cost of debt = bond's yield to maturity
approximate YTM = {120 + [(1,000 - 1,329.55)/15] / [(1,000 + 1,329.55)/2] = 98.03 / 1,164.775 = 0.08416 = 8.416%
approximate after tax cost of debt = 8.4% x (1 - 45%) = 4.62 = 4.62
since I used the approximate yield to maturity, my answer is not exact. That is why I have to look for the closest available option.