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Oxana [17]
3 years ago
5

What would be the consequences if managers of a firm evaluated a project based on its actual dollar cash flows, but used a real

rate to discount the cash flows? Would the project be more likely to be accepted, or more likely to be rejected? What kind of error could be committed? Please provide an example of how a project evaluation was affected by inflation considerations, either from your own experience, or do some online search for examples.
Business
1 answer:
matrenka [14]3 years ago
6 0

Answer:

Real rate of returns are lower than nominal rates of return, therefore, using a real discount rate would overestimate a project's net present value. This could result in unprofitable projects being accepted because the NPV was erroneously calculated. If you want to use a real discount rate, you must first convert cash flows to real dollars.

For example, nominal discount rate is 10%, inflation rate is 5%, real discount rate is 5%.

Initial outlay $100

NCF year 1 = $40

NCF year 2 = $40

NCF year 3 = $40

Using the real discount rate, the NPV = $8.93

Using the nominal discount rate, the NPV = -$0.53

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The following items were among those reported on Lee Co.'s Income Statement for the year ended December 31, 20x5:
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Answer:

C.  $410,000

Explanation:

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Which investment option has the highest risk ?
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8 0
2 years ago
Which is the best way to avoid market risks?
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3 0
3 years ago
We can use the Cournot model to derive an equilibrium industry structure. For this purpose, we will define an equilibrium as tha
Nina [5.8K]

Answer:

a. long run equilibrium numbers of firms in the industry are 4

b. Output of each firm will be 16

Explanation:

Under cournot’s equilibrium, the cost function of an individual firm is written as:

C(q) = F + cq

In our case, C(q) is given as

C(q) = 256 + 20q

Therefore, F = 256 and c = 20

At the same time, the demand function is written as:

P(Q) = a - bQ

In our case, P is given as

P = 100 – Q

Therefore, a = 100, b =1

a. Long run equilibrium number of firms in the industry

N = ((a-c)/(bF)^0.5) – 1

N = ((100-20)/(1*256)^0.5) – 1

N = (80/16) – 1 = 4

Therefore, long run equilibrium numbers of firms in the industry are 4

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Therefore, total output of industry is 16*4 = 64

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Cost = 256+20*16 = 576

Therefore, profit = 0

5 0
4 years ago
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