Answer:
ex ante real interest rate.
Explanation:
According to Fisher effect the expected inflation rate will affect indices like nominal interest rate, current prices of goods, and the demand for money.
However it does not affect the ex ante real interest rate.
The Fisher effect shows how real interest rate is related to nominal interest rate.
Real interest rate = Nominal interest rate - Expected inflation rate
Ex ante real interest rate is the anticipated real interest rate in the future.
This is not considered in the Fisher effect
Answer:
Present Value= $18,181.82
Explanation:
Giving the following information:
Savings= $2,000
The machine will then begin to wear out so that the savings decline at a rate of 4 % per year forever.
Interest rate= 7%
To determine the present value of the savings, we need to use the perpetual annuity formula with the decline rate.
PV= Cf/ (i + g)
Cf= cash flow
PV= 2,000/ (0.07 + 0.04)
PV= $18,181.82
Answer:
B. investing activities.
Explanation:
Cash flow transactions are categorized into three categories,
- Operating
- Investing
- Financing
Under Investing activities a company invests the money or cash in some sort of securities, in our case case loan, while investing it gives the money to some third person, then it gets return like interest or dividend on such amount.
Here, the company has lend some money in the form of loan and then it collects the loan, therefore it is investing activity.
Exceptionally if a company is a banking or NBFC companies then it lends money in normal course, and then collects them back in that case it is operating activity.
In general it is
B. investing activities.
Answer:
0.95 and 1.06
Explanation:
The computation of the present value index is shown below:
Present value index = Present Value of net cash Flow ÷ Amount invested
So for each projects, it would be
Particulars Des Moines Cedar Rapids
Total present value of
net cash flow (A) $712,500 $848,000
Amount invested (B) $750,000 $800,000
Present value index (A ÷ B) 0.95 1.06
60% of 5000 is 3000
STOCK:
1 Year 3000 x 1.09 = 3270
2 Year 3270 x -1.04 = 3139.2
INTEREST:
1 Year 2000 x 1.049 = 2098
2 Year 2098 x 1.049 = 2200.802
TOTAL AFTER 2 years:
3139.2 + 2200.802 = 5340.002
