Answer:
The present value for each year is calculated at 4% interest. In this question the present value be the sum of the cash deposits plus the interest for each year.
Present Value
= Sum of cash deposits for each year + Interest for each year
= 23100 + 9240
= 32340
Explanation:
To calculate the sum of the cash deposits, add the deposit for each year.
(Year 1 to Year 21 = 23100)
To calculate the interest for each year, take the cash deposit for the year and multiply it by 4%. (Year 1 to Year 21 = 9240)
Refer to the attached spreadsheet to assist with the calculations and the answer given above.
Answer:
The term “free market” is sometimes used as a synonym for laissez-faire capitalism. When most people discuss the “free market,” they mean an economy with unobstructed competition and only private transactions between buyers and sellers.
hope this helps
Answer:
Tragedy of the Commons
Explanation:
The tragedy of the commons refers to a situation where the individual could access to the resources that are shared for their own interest.
So it is the market situation where the participant expolited the resources also there is no limited for accessing the resources
So the above term should be considered for the given situation
Answer:
The correct answer is $27 U'.
Explanation:
The activity variance for supplies cost in March is calculated below:
Activity variance = Planning Budget - Flexible budget
Activity variance = (1,710 + (9 x 611)) — (1,710 + (8 x 614))
Activity variance = $7,209 — $7,236
Activity variance = $27U
The flexible budget is higher than the planning budget.
Thus, the variance is unfavorable (U).
Hence, the correct answer is $27 U'.
Answer:
$660,000
Explanation:
WACC = [wD * kD * (1 - t)] + [wE * kE]
WACC = [(0.77 / 1.77)*6.12%* (1 - 0.40)] + [(1 / 1.77)*11.61%]
WACC = 1.60% + 6.56%
WACC = 8.16%
Present value of annuity = Annuity*[1-(1+interest rate)^-time period]/rate
Present value of annuity = $1.67*[1-(1.08156745763)^-9]/0.0816
Present value of annuity = $1.67*6.206374532
Present value of annuity = $10.36 million
NPV = Present value of inflows - Present value of outflows
NPV = $10.36 million - $9.7 million
NPV = $660,000