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2 years ago

Analyze the given scenario for potential ethical concerns.

Business

2 answers:

torisob [31]2 years ago

8 0

Answer:

what he said

Explanation:

Alexxx [7]2 years ago

3 0

1. The importance of anti-virus software it to help prevent a virus (such as malware) from infecting the computer/electronic device and preventing the possibility of a security breach within the companies system. 2. Susan could have easily prevented this scenario from happening by paying attention to why she was supposed to, following the rules, and staying away from suspicious websites. 3. The ethical issues this scenario illustrates is the lack of attention employees have in the work place. 4. The company could lose valuable and confidential data within their program by hackers. 5. Companies could set up mandated reminders to their employees to keep track of their anti-virus software and make sure it’s up to date.

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Integrated carriers (truck-air) like UPS and Federal Express are able to capture a larger market share because they:

Alik [6]

Options :

A. utilize their own aircraft.

B. have extensive ground networks.

C. have accurate, real-time tracking systems

D. all of the above

Answer:

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3 years ago

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Darden Restaurants is expected to pay annual dividends of $1.90 and $2.10 over the next two years,respectively. After that, the

Ainat [17]

Answer:

$13.89

Explanation:

The computation of the value of stock is shown below:

Year Dividend Present value factor at 16% Present value

1 $1.90 0.862 $1.64

2 $2.10 0.743 $1.56

3 $2.30

Price $14.375 0.743 $10.68

The price is computed below:

= $2.30 ÷ 16% = $14.375

Total present value $13.89

The present value factor is computed below:

= 1 ÷ (1 + rate) ^ years

For Year 1 = 1 ÷ 1.16^1 = 0.862

For Year 2 = 1 ÷ 1.16^2 = 0.743

7 0

3 years ago

Define finance charge

Setler [38]

Answer:

A finance charge is the cost of borrowing money, including interest and other fees. It can be any fee representing the cost of credit, or the cost of borrowing.

Explanation:

7 0

3 years ago

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__________ segmentation is the most common basis of consumer market segmentation because these segments are easy to define and u

Law Incorporation [45]

Answer:

a. Demographic

Explanation:

In demographic segmentation market is segmented on the basis of variables like age, gender, family size, marital status, occupation, religion, income, employment etc.

Therefore, Demographic segmentation is the most common basis of consumer market segmentation because these segments are easy to define and usually easy to reach.

4 0

3 years ago

Suppose the average return on Asset A is 6.9 percent and the standard deviation is 8.1 percent and the average return and standa

olasank [31]

Answer:

Explanation:

Let us follow this accordingly

a. We have that ;

Z is given as = (X-mean)/standard deviation

where X = 10, mean = 6.9 and standard deviation is 8.1 ------- for A

inputting values we have;

Z = (10-6.9)/8.1 = 0.3827

Using the NORMDIST function in excel, [NORMDIST(0.3827)] = 0.649. This is the probability of earning less than 10%.

Hence the probability of earning more than 10% = 1-0.649 = 0.351 or 35.1%

b. At less than 0%;

X = 0, mean = 6.9 and standard deviation is 8.1

Thus Z = (0-6.9)/8.1 = - 0.8519. Using the NORMDIST function in excel, [NORMDIST(-0.8519)] = 0.1971 or 19.71%.

From this, the probability of earning less than 0% = 19.71%

c. Also For B;

X = 10%, mean = 4% and standard deviation = 3.5%

inputting values gives us ;

Z = (10-4)/3.5 = 1.7143.

Using the NORMDIST function in excel, [NORMDIST(1.7143)] = 0.9568. This is the probability of earning less than 10%.

Which makes the probability of earning more than 10% = 1-0.9568 = 0.0432 i.e 4.32%

d. Als, X = 0.

Giving us;

Z = (0-4)/3.5 = -1.1429.

Using the NORMDIST function in excel, [NORMDIST(-1.1429)] = 0.1265 or 12.65%

Thus the probability of earning less than 0% = 12.65%

e. Return on A = -4.36%

Thus z = (-4.36 - 6.9)/8.1 = -1.39. NORMDIST of -1.39 = 0.0822 or 8.22%

f. Return of B = 10.7%

Thus z = (10.7% - 4)/3.5 = 1.9143.

Its NORMDIST = 0.9722

This makes the probability of earning less than 10.7%.

Thus required probability gives us = 1-0.9722 = 2.78%

3 0

3 years ago