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konstantin123 [22]
3 years ago
7

As the operations manager for American Airlines you have decided to invest in 10 new jets for the company's fleet. There are thr

ee outcomes for this investment. What is the expected return on investment using the information below?
Outcome Probability Return

1. .50 .15

2. .30 .25

3. .20 .10


Make sure your answer is in decimal format (.30, .40, etc.) and not a percentage. Round to the nearest hundredth place (i.e. .264 -> .26) if necessary.
.17
Business
1 answer:
3241004551 [841]3 years ago
5 0

Answer:

0.17

Explanation:

The computation of the expected return on investment is shown below:

= (Expected return of the outcome 1 ×  Probability of the outcome 1) + (Expected return of the outcome 1 ×  Probability of the outcome 1) + (Expected return of the outcome 1 ×  Probability of the outcome 1)

= (0.15× 0.50) + (0.25 × 0.30) + (0.10 × 0.20)  

= 0.075 + 0.075 + 0.02

= 0.17

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b

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A company has a beginning retained earnings balance of $100,000. It has net income for the current year of $50,000 and paid $10,
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Answer:

The ending balance of retained earnings for the company $ 140.000

Explanation:

Retained Earnings increase the balance with the Net Income of each year that it's not withdrawalled by the owner or because are not paid dividends, to this case the owner only withdraw $10.000 of $50.000 generated during the year.

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According to a 2000 public-opinion poll, 69 percent of Americans who responded were most proud of the nation's equal opportunity laws.


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Sirah runs a housecleaning service. She wants her employees to be highly efficient, cleaning a certain number of houses each day
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transactional

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4 0
3 years ago
Thomas Kratzer is the purchasing manager for the headquarters of a large insurance company chain with a central inventory operat
Sidana [21]

Answer: SEE EXPLANATION

A. 198.27 UNITS

B. 99.14 UNITS

C. 30.76 ORDERS

D. 8.12 DAYS

E. $1,784.43

Explanation:

Given the following ;

Annual order = 6,100

Carrying cost = $9 per unit per year

Ordering cost = $29

A) EOQ =sqrt[( 2 × Annual order × (ordering cost ÷ carrying cost)]

EOQ = sqrt[2 ×6100 × (29÷9)]

EOQ = sqrt(12200 × 3.22222222)

EOQ = 198.27 units

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C.) Optimal number of orders per year:

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6,100 ÷ 198.27 = 30.76 orders

D.) Optimal number of days between two orders:

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250 ÷ 30.76 = 8.12 days.

E.) Annual cost of ordering and holding inventory:

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