Answer: d. Entire initial investment will not be recovered.
Explanation:
The Payback period by definition is the amount of time it will take a Project to recover the initial investment into it. For example, if a project had an investment of $20 million and made $5 million every year, the Payback period would be 4 years.
Now, if the amount of time it will take to recover an investment is longer than the expected amount of time the project will run (expected useful life) then logically speaking that would mean that the Investment would not be entirely recovered because the project will be done before it can pay off the investment hence Option D is correct.
Answer:
The price elasticity of supply is 1.22
Explanation:
Please refer to the attached file
Answer: The first step in developing research-based business reports is identifying what decision makers want to accomplish.
Explanation: The establishment of the objective to be achieved is fundamental because it is what will guide the development of the commercial report.
Answer:
I should invest in dollar deposits.
Explanation:
Current exchange rate is 1 euro = $1.08
Assuming I have y euro, the equivalent in dollar is $1.08y
Rate of return on dollar deposit = 2% = 0.02
Return on investment = $1.08y + (0.02 × $1.08y) = $1.08y + $0.0216y = $1.1016y
Rate of return on euro deposit = 1% = 0.01
Return on investment = y euro + (0.01 × y euro) = y euro + 0.01 y euro = 1.01y euro = 1.01y × $1.08 = $1.0908y
I should invest in dollar deposits because the return on investment is greater than euro deposits.
Answer:
$37,000
Explanation:
The following costs were incurred in a recent period
Direct Materials $33,000
Depreciation on Factory Equipment $12,000
Factory Janitor's Salary $23,000
Direct Labor $28,000
Utilities for Factory $9,000
Selling Expenses $16,000
Production Supervisor's Salary $34,000
Administrative Expenses $21,000
Therefore, the total amount of period cost can be calculated as follows
Total amount of period costs = Selling expenses + administrative expenses
= $16,000 + $21,000
= $37,000
Hence the total amount of period costs for the above period is $37,000
