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Rasek [7]
3 years ago
15

You find a particular stock has an annual standard deviation of 55 percent. What is the standard deviation for a two-month perio

d
Business
1 answer:
ivann1987 [24]3 years ago
8 0

Answer:

2 month standard deviation = 22.45%

Explanation:

Annual standard deviation = 55%

2 month standard deviation = Annual standard deviation / \sqrt{12/2}

2 month standard deviation = 55% / \sqrt{6}

2 month standard deviation = 55% / 2.44948974278

2 month standard deviation = 0.55 / 2.44948974278

2 month standard deviation = 0.224536559755416

2 month standard deviation = 22.45%

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frozen [14]

its C ma dood !  kdn      

3 0
3 years ago
Jack Taylor started Enterprise Leasing on the premise that if he treated his customers and employees well, profits would follow.
k0ka [10]

Answer:

The correct answer is C) Extrinsic reward

Explanation:

Extrinsic reward is reward that an employer gives to an employee in compensation for the achievement of something. In this case, what is achieved is very vague ("good work") but in a real firm, it could be something more specific. For example, a sales manager could reward his top selling employees with a monthly salary bonus.

6 0
3 years ago
Campbell Home Maintenance Company earned operating income of $6,821,100 on operating assets of $58,300,000 during Year 2. The Tr
ASHA 777 [7]

Answer:

1.

Return on investment = operating income divided by operating Assets

A. Return on investment on Campbell business = $6,821,100 / $58,300,000 x 100%

= 11.7%

B. Return on investment on Tree cutting business = $1,174,670 / $6,790,000 x 100%

= 17.3%

C. Return on new investment on tree cutting business :

i. Only new investment = $434,000 / $2,170,000 x 100%

= 20%

ii. Total new investment = $1,608,670 / $8,960,000

= 18%

2.

Residual income = controllable Margin - (required return % x average operating assets)

Residual income on Campbell business = $6,821,100 - (9.70% x $58,300,000)

= $1,166,000

B. Residual income on Tree cutting business = $1,174,670 - (9.70% x $6,790,000)

= $516,040

C. Residual income on tree cutting business :

i. Only new investment = $434,000 - (9.70% x $2,170,000)

= $223,510

ii. Total new investment = $1,608,670 - (9.70% x $8,960,000)

= $739,550

6 0
3 years ago
Your company is evaluating four locations in Asia for its new customer center; according to the information provided in the tabl
tamaranim1 [39]

Answer:

1. B. Country A

2. E. Singapore and Singapore

Explanation:

1. Country A

= (0.5  * 95) + (0.3 * 90) + ( 0.2 * 80) + (0.1 + 70)

= 45 + 27 + 16 + 7

= 95

Country B

= (0.5  * 60) + (0.3 * 70) + ( 0.2 * 80) + (0.1 + 80)

= 30 + 21 + 16 + 8

= 75

Country C

= (0.5  * 50) + (0.3 * 50) + ( 0.2 * 70) + (0.1 + 40)

= 25 + 15 + 14 + 4

= 58

Country D

= (0.5  * 35) + (0.3 * 35) + ( 0.2 * 60) + (0.1 + 40)

=17.5 + 10.5 + 12 + 4

= 44

2.

Taiwan

= (0.15*85 + 0.15*85 + 0.2*70 + 0.1*85 + 0.4*30)

= (12.75 + 12.75 + 14 + 8.5 + 12)

= 60

Thailand

= (0.15*95 + 0.15*20 + 0.2*65 + 0.1*50 + 0.4*70)

= (14.25 + 3 + 13 + 5 + 28)

= 63.25

Singapore

= (0.15*40 + 0.15*95 + 0.2*75 + 0.1*85 + 0.4*70)

= (6 + 14.25 + 15 + 8.5 + 28)

= 71.75

First Recommendation - <u><em>Singapore</em></u>

Thailand political risk falls to 30.

=  (0.15*95 + 0.15*20 + 0.2*65 + 0.1*50 + 0.4*30)

= (14.25 + 3 + 13 + 5 + 12)

= 47.25

Second Recommendation - <em><u>Singapore</u></em>

3 0
3 years ago
When the relationship between government and interest groups becomes entangled and tight with some groups having formal governme
Talja [164]

Answer: Neo-Corporatism.

Explanation:

Neo- Corporatism emerged in resent times as a successor to State Corporatism. State Corporatism was a system whereby interest and labor groups were supposed to work together for the good of society. These were most prevalent in authoritarian regimes like Nazi Germany and post communist Lithuania.

Recently though, in some Democratic countries, interest groups have chosen to work with the Government to improve the lives of the people and enable the Government reach out deeper. These Peak Associations as they are often called help the Government compete economically and are very prevalent in countries and regions such as, Germany, Switzerland, Austria and Scandinavia.

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3 years ago
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