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Elena-2011 [213]
1 year ago
8

Projects that provide the _____ are assigned the highest priority when setting priorities for systems requests. a. greatest bene

fit, at the highest cost, in the shortest period of time b. least benefit, at the highest cost, in the longest period of time c. least benefit, at the lowest cost, in the longest period of time
Business
1 answer:
Varvara68 [4.7K]1 year ago
5 0

Projects that provide the (A) greatest benefits are assigned the highest priority when setting priorities for systems requests.

<h3>High priority projects:</h3>
  • Organizations that fail to prioritize appropriately usually wind up with too many tasks.
  • This diminishes your team's efficiency and raises the likelihood of project failure.
  • Prioritizing projects, on the other hand, allows you to allocate resources to assist those projects that are actually critical, assuring their success.
  • Allocating a resource to a certain activity reduces the flexibility for allocating resources and scheduling other activities.
  • As a result, it is critical to prioritize tasks in order to distribute resources to competing activities in some logical sequence.
<h3>Reason -</h3>

As said abobve that prioritizing projects, on the other hand, allows you to allocate resources to assist those projects that are actually critical, assuring their success.

Therefore, projects that provide the (A) greatest benefits are assigned the highest priority when setting priorities for systems requests.

Know more about projects here:

brainly.com/question/25009327

#SPJ4

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The concept of market efficiency underpins almost all financial theory and decision models. When financial markets are efficient
Phantasy [73]

Answer:

sry I don't know the answer

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8 0
3 years ago
Davidson international has 13,700 shares of stock outstanding at a price per share of $28. the firm has decided to repurchase 50
alexdok [17]

The shareholder equity is equal to:

$28/share * 13 700 shares = $ 383,600

This is the total capital of Davidson International. Now, assuming that there is no additional income since it is not implied in the problem, the total equity does not change. However, the shares become: 13,700 + 500 = 14 200 shares.

Price per share now becomes:

$383 600 / 14 200 shares = $27/share

6 0
3 years ago
UESTION 7 You hold a portfolio consisting of a $5,000 investment in each of 20 different stocks. The portfolio beta is equal to
PSYCHO15rus [73]

Answer:

New Beta = 1,17

Explanation:

Portfolio   #   Beta   NEW Beta  

$ 5.000          1  1,00   2,00  

$ 5.000         2  1,12   1,12  

$ 5.000         3  1,12   1,12  

$ 5.000         4  1,12   1,12  

$ 5.000         5  1,12   1,12  

$ 5.000         6  1,12   1,12  

$ 5.000         7  1,12   1,12  

$ 5.000         8  1,12   1,12  

$ 5.000         9  1,12   1,12  

$ 5.000        10  1,12   1,12  

$ 5.000        11  1,12   1,12  

$ 5.000        12  1,12   1,12  

$ 5.000        13  1,12   1,12  

$ 5.000        14  1,12   1,12  

$ 5.000        15  1,12   1,12  

$ 5.000        16  1,12   1,12  

$ 5.000        17  1,12   1,12  

$ 5.000        18  1,12   1,12  

$ 5.000        19  1,12   1,12  

$ 5.000        20  1,24   1,24  

$ 100.000           1,12   1,17  

5 0
3 years ago
Which of the following terms refers to a practice of allowing the addition of new employees and jobs to existing bargaining unit
Serjik [45]

Answer:

d. accretion

Explanation:

Accretion is the process by which new employees are added to a bargaining unit where they have common interest. It involves the gradual growth of business units. For example when unions transfer workers to a new employer.

Accretion occurs without election and is usually an operation of the law.

It helps preserve industrial stability by filling new jobs without going through an adversarial election process.

5 0
3 years ago
If d0 = $1.75, g (which is constant) = 3.6%, and p0 = $40.00, what is the stock's expected total return for the coming year?
Nookie1986 [14]

Answer:

The answer is <u>"a. 8.13%".</u>

Explanation:

Given that;

d0 = $1.75

p0 = $40.00

g = 3.6% = 0.036

By using the formula;

Price of the stock = (Dividend this year)(1+g) ÷ (r - g)  

By putting the values;

40 = (1.75)(1+0.036) ÷ (r - 0.036)

r - 0.036 = (1.75)(1.036) ÷ 40

r - 0.036 = 1.813 ÷ 40

r - 0.036 = 0.045325

r = 0.045325 + 0.036

r = 0.081325 = 0.081325 x 100

<u>r = 8.13%</u>

7 0
3 years ago
Read 2 more answers
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