Answer:
The correct answer is : Public accountant.
Explanation:
They are people that provide services to individuals and businesses on a fee basis. These people also give financial advice as well as provide basic financial information to the company that requires it. Bookkeeping, consulting and auditing are tasks they also perform. They can also become a strategic adviser, interpreting financial information in order to make decisions related to a specific budget.
Answer:
$65,742.60
Explanation:
Note: The full question is <em>"Peter wishes to create a retirement fund from which he can draw $20,000 when he retires and the same amount at each anniversary of his retirement for 10 years. He plans to retire 20 years from now. What investment need he make today if he can get a return of 5% per year, com- pounded annually?"</em>
At first, we need to find the PV of withdrawals and there are 11 withdrawals starting 20 years from now.
PV = PMT/r * 1 - 1/(1+r)^n. This formula gives the PV one period before the first withdrawal. That is 19 years from now because the first withdrawal is 20 years from now.
PMT = 20,000, n = 11,
r = 0.05
PV19 = 20,000/0.05 * [1 - 1/(1+0.05)^11]
PV19 = 400,000 * 0.4153207109
PV19 = 166,128.28436
Now, we need to discount this back to toda
PV0 = PV19/(1 + r)^n; n = 19, r = 0.05
PV0 = 166,128.28436/(1 + 0.05)^1
PV0 = $65,742.6033421702
PV0 = $65,742.60
So, Peter needs to make $65,742.60 today.
<span>Listen carefully to what the customer has to say, and let them finish</span>
Answer: $152,309.69
Explanation:
You are looking for the future value of this amount in 29 years assuming it will be compounded annually.
Future value = Amount * (1 + rate)^ number of years
= 4,400 * ( 1 + 13%)²⁹
= $152,309.69
Answer:
The price of the stock today is $54.61
Explanation:
The stock of this company pays a constant dividend for a defined period of time after equal intervals. Thus, it is just like an annuity. To calculate the price of such a stock, we will use the present value of annuity formula:
Assuming that the dividend is paid at the end of the period.
Present Value of Annuity = Dividend * [(1 - (1+r)^-n) / r]
Where,
- r is the required rate of return
- n is the number of years of annuity
The price of the stock today is,
P0 = 8.45 * [(1 - (1+0.13)^-15) / 0.13]
P0 = $54.607 rounded off to $54.61