Answer:
25,670.80€
Explanation:
this is an ordinary annuity since the first payment occurs one year from now. The present value of an ordinary annuity is given by the following formula:
present value = annual distribution x PV annuity factor
- annual distribution =4,000
- PV annuity factor, 9%, 10 periods = 6.4177
present value = 4,000 x 6.4177 = 25,670.80€
Answer:
$5.76
Explanation:
Calculation to determine the price of a put option with the same exercise price
We would be Using put-call parity and solving for the put price
$67 + P = $70e^–(.026)(3/12)+ $3.21
$67 + P = $70e^–(.026)(.25)+ $3.21
$67 + P =190.2797^–(0.0065)+ $3.21
$67 + P =$69.5465+ $3.21
$67 + P =$72.7565
P=$72.7565-$67
P=$5.7565
P=$5.76 (Approximately)
Therefore the price of a put option with the same exercise price will be $5.76
Answer:
5.6%
Explanation:
A lot of information is missing, so I looked for similar questions to fill in the blanks:
"Outstanding debt of Home Depot trades with a yield to maturity of 8%.
The tax rate of Home Depot is 30%.
What is the effective cost of debt of Home Depot?"
the effective cost of debt or after tax cost of debt = debt's yield to maturity x (1 - tax rate) = 8% x (1 - 30%) = 8% x 0.7 = 5.6%
Interest is tax deductible, therefore, it creates a tax shield that lowers net interest expense.
Answer:
5.01%
Explanation:
The bond nominal yield to call is 5.01%
Answer:
Please consider the following explanation.
Explanation:
Bob is correct in this case as Penny didn't make a claim that the goods were non-conforming. Penny is incorrect. Since there was no claim of non conformance, Bob doesn't have to refund the $3.000.
