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grigory [225]
1 year ago
8

Which investment would you select if you were risk neutral?

Business
1 answer:
nadezda [96]1 year ago
8 0

Here, the investor is risk-neutral.

A=0

Thus, U = E(r).

We have the requisite information to answer the question, hence option E is eliminated.

Investment Mean Return Std Dev U

1 0.12           0.3                   0.12

2 0.15      0.5                  0.15

3 0.21        0.16                0.21

4 0.24 0.21               0.24

Thus, it can be seen that investment 4 given the maximum utility, and is thus the selected investment for a risk neutral investor. Thus, option D.

What options does a risk-averse individual select?

  • When someone is considering different investment options, they are said to have a risk-neutral mentality.
  • One is considered to be risk neutral if they just consider possible profits, regardless of the danger.
  • To assess profit without considering risk may look like a dangerous behavior by nature.

Learn more about risk-neutral person

brainly.com/question/16844035

#SPJ4

<u>The complete question is - </u>

Use the below information to answer the following question Investment WN - Expected Return E() 0.12 0.15 0.21 0.24 Standard Deviation 0.3 0.5 0.16 0.21 U= E(r)-(A/2)s2 Which investment would you select if you were risk neutral? A. 1 B.2 C. 3 D. 4 E. Cannot be determined from the information given. If you are risk neutral, your only concern is with return, not risk.

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Annenbaum Corporation uses the weighted-average method in its process costing system. This month, the beginning inventory in the
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Answer:

The cost per equivalent unit for materials for the month in the first processing department is closest to C. $19.91

Explanation:

The Concept of Equivalent units expresses the number of units of outputs in terms of the completion status of the input resources in the process.

<em>Step 1 Calculate the Number of Units of Ending Work In Process</em>

Hint : Units in the Process must equal units out of the process

Units of Ending Work In Process = Units of Beginning Work In Process + Units Started during the Period - Units Completed and Transferred Out of the process

                                                        = 500+6700-6000

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<em>Step 2 Calculate the total material cost for the processing department</em>

<em>total material cost :</em>

Opening Work In Process             $ 5,800

<em>Add</em> Incurred During the Period  $125,600

Total material cost                         $131,400

<em>Step 3 Calculate total Equivalent Units in respect of Material Cost</em>

Completed and Transferred Out ( 6,000 × 100%)  6,000

Ending Work In Process ( 1,200 × 50 %)                     600

Total Equivalent Units                                               6,600

<em>Step 4 Calculate the cost per equivalent unit for materials</em>

cost per equivalent unit = total material cost/ total Equivalent Units

<em>                                          =  </em>$131,400 / 6,600

                                         =  $ 19.91

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Which factor of production is LEAST likely labeled in the photo?
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Katniss works for the Panem Bureau of Economic Analysis. Panem produces three goods: bread and axes, as well as wheat, which is
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1. Assuming Panem does not produce anything else in 2020, GDP = 78500

2. Panem's per capita GDP growth is 7.55%

1. We have the following data to answer this question

9,000 loaves of bread = $6

2250 wheat = $2

400 axes = $50

<u>We have to first calculate for </u><u>GDP.</u>

GDP stands for gross domestic produce. This is the total sum of goods and services that were made in a particular area at a particular time.

GDP = price * product

Bread = 9000*6 = 54000

wheat = 2250 * 2 = 4500

axes = 400 * 50 = 20000

∑GDP = 54000 + 4500 + 20000

= <u>$78500</u>

Therefore if Panem does not produce anything else in 2020 GDP =  $78500

2. <u>We have to find the </u><u>GDP per capita</u>

\frac{GDP}{Population}

=\frac{78500}{200}

= 392.5

<u>The GDP increased by</u> 14%

= 78500 * 1.14

= 89490

<u>Population grew to </u><u>212</u>

\frac{89490}{212}

= 422.12

<u>The percentage</u><u> increase </u>

= (\frac{422.12}{392.5} -1)*100

= 7.55%

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