Answer: $1.43
Explanation:
To solve this, we would use the put call parity. We then calculate the value of the out which will be:
= $7.14 + $15/(1 + 5%) - $20
= $7.14 + $15/(1 + .05) - $20
= $7.14 + $15/(1.05) - $20
= $7.14 + $14.29 - $20
= $1.43
The price of an equivalent put option is $1.43
Answer:
$0.15 hours per unit
Explanation:
Given that
Direct material cost = $16
Assume Direct labor cost = X
Manufacturing overheads = $18
Profit margin = 20%
Direct labor per hour cost = $28
The computation of direct labor-hour input is shown below:-
Total manufacturing cost = X + $34
Total cost of goods sold = (X + $34) × 1.7 = $66
Direct labor cost per unit
= (X + $34) = $38.82
= $38.82 - $34
= $4.32
Direct labor hours per unit = Direct labor cost per unit ÷ Direct labor per hour cost
= $4.32 ÷ $28
= $0.15 hours per unit
What's your question I don't understand
Answer:
I don't know
Explanation:
Prepare a narrated PowerPoint presentation that will highlight the following items.
a. Your calculations for the amount of property, plant, and equipment and the annual depreciation for the project
b. Your calculations that convert the project's EBIT to free cash flow for the 12 years of the project.
c. The following capital budgeting results for the project:
1. Net present value
2. Internal rate of return
3. Discounted payback period.
When the price of a good increases, the quantity demanded decreases. When the price of a good decreases, the quantity demanded increases.
