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mariarad [96]
3 years ago
15

g An investor wants to be able to buy 4% more goods and services in the future in order to induce her to invest today. During th

e investment period prices are expected to rise by 2%. Which statement(s) below is/are true: I. 4% is the desired real rate of interest. II. 6% is the approximate nominal rate of interest required. III. 2% is the expected inflation rate over the period. a. I, II and III are true b. I only c. II only d. I and II only e. III only
Business
1 answer:
Hitman42 [59]3 years ago
7 0

Answer: a. I, II and III are true

Explanation:

From the question, the statements that are true are:

I. 4% is the desired real rate of interest. II. 6% is the approximate nominal rate of interest required.

III. 2% is the expected inflation rate over the period.

4% is the desired real rate of interest because that's the rate at which the investor is willing to buy the goods in future.

2% is the expected inflation rate over the period because at that rate, there's expectation of future rise in price while 6% is the approximate nominal rate of interest required which is the addition of the 4% and the 2%.

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Ingram Electric Products is considering a project that has the following cash flow and WACC data. What is the project's MIRR? No
SpyIntel [72]

Answer:

the project's MIRR is 13.50 %.

Explanation:

MODIFIED INTERNAL RATE OF RETURN (MIRR)

-It is the rate that causes the Present Value of the Terminal Value (Future Cash flows at the end of the Project) to equal Present Value of Cash outflows.

-MIRR assumes a reinvestment rate at the end of the project

The First Step is to Calculate the Terminal Value at end of year 3.

Terminal Value (FV) = Sum of (PV x (1 + r) ^ 3 - n)

                                 = $350 x (1.11) ^ 2 + $350 x (1.11) ^ 1 + $350 x (1.11) ^ 0

                                 = $431.24 + $388.50 + $350.00

                                 = $1,169.74

The Next Step is to Calculate the MIRR using a Financial Calculator :

(-$800)        CFj

0          CFj

0          CFj

$1,169.74  CFj

Shift IRR/Yr 113.50 %

Therefore, the MIRR is 13.50 %

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3 years ago
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