Planning a firm's initial public offering is an example of a project that belongs to the functional area of accounting and finance.
A primary marketplace is a supply of recent securities. Frequently on a change, it is where organizations, governments, and other agencies go to achieve financing via debt-primarily based or equity-primarily based securities.
Number one markets are facilitated by way of underwriting corporations such as investment banks that set a starting charge range for a given protection and oversee its sale to buyers.
As soon as the initial sale is entire, similarly, trading is performed at the secondary marketplace, wherein the bulk of trade trading occurs every day.
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Answer: $2,025
Explanation:
Your monthly payment based on the rate of 6.3% per annum is:
= (6.3% * 1,620,000 ) / 12 months
= 102,060 / 12
= $8,505
Now that the rate has gone up to 7.8% per annum, the payment is:
= (7.8% * 1,620,000 ) / 12 months
= 126,360 / 12
= $10,530
Payment went up by:
= 10,530 - 8,505
= $2,025
Answer:
d) 420
Explanation:
In three-year weighted moving average with weights of 0.5, 0.3, and 0.2, the forecast can be calculated using the following formula
Forecast(This year) = 0.5*Demand(last year) + 0.3*Demand(2 years ago) + 0.2*Demand(3 years ago)
Forecast(This year) = 0.5*300 + 0.3*500 + 0.2*600
Forecast(This year) = 150 + 150 + 120
Forecast(This year) = 420
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Answer:
Annual contributions to the retirement fund will be $6,347.31
Explanation:
First find the Present Value of the Annuity giving payments of $32,000 annually for 25 years at the rate of 10%.
Using a Financial Calculator enter the following data
PMT = $32,000
P/y = 1
N = 25
R = 10%
FV = 0
Thus, the Present Value, PV is $290,465.28
At the time of retirement (in 20 years time) the Value of the annuity fund is $290,465.28.
Next we need to find the Payments PMT to reach this amount in 20 years time at the interest rate of 8%
Using a Financial Calculator enter the following data
FV = $290,465.28
N = 20
R = 8 %
PV = $0
Thus, the Payments, PMT required will be $6,347.3080
Conclusion :
Annual contributions to the retirement fund will be $6,347.31
