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seraphim [82]
3 years ago
8

A project has cash flows of −$161,900, $60,800, $62,300, and $75,000 for Years 0 to 3, respectively. The required rate of return

is 13 percent. Based on the internal rate of return of _____ percent for this project, you should _____ the project.
Business
1 answer:
Degger [83]3 years ago
7 0

Answer:

Therefore, the internal rate of return is lower than the expected return, for this the project must be rejected

Explanation:

Solution

Given that

The cash flow of a project consists of the following amount from year 0 to 3 = −$161,900, $60,800, $62,300, and $75,000

The rate of return required = 13%

Now,

Let the Internal rate of return be y%

Thus,

At internal rate of return, the value of present inflows is the same as the value of present outflows.

So,

Internal rate of return = Value of present inflows = Value of present outflows

=161900 =60800/1.0y +62300/1.0 y ^2 + 75000/ 1,0 y^3

Therefore, y = internal rate of return 10.41%

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Answer:

E. $148,600

Explanation:

Cash flow from operating activities.

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Add: Depreciation. $30,000

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Changes in working

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Explanation:

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3 years ago
You are a U.S.-based treasurer with $1,000,000 to invest. The dollar-euro exchange rate is quoted as $1.50 = €1.00 and the dolla
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Answer:

The correct answer is (B) Buy euro at $1.50/€, buy £ at €1.25/£, sell £ at $2/£

Explanation:

The dollar- euro exchange rate is quoted as $1.50 = €1.00

the dollar-pound exchange rate is quoted at $2.00 = £1.00

To calculate the actual cross rate we use; S(euro divided by pounds) =  S(dollar/pounds) ÷ S(dollar/euro).

Using symbols to denote this, we have S(€/£) = S($/£) / S($/€)

S(€/£) = S(2/1) ÷ S(1.50/1)

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Consequently, from this result we now know that the euro is undervalued with respect to pounds under the cross rate being offered by the bank. This implies that you should first buy the euro, convert to pounds, and eventually convert back to dollars, this would enable you make money as an investor.

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d. $2,950,000

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= $2,950,000

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