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pochemuha
1 year ago
10

For a differentiation strategy to strengthen a company's strategic position and boost its competitive advantage, ______.

Business
1 answer:
Tanya [424]1 year ago
4 0

For a differentiation strategy to maintain a company's strategic situation and increase its competitive advantage an increase in value creation much surpass the increase in costs.

<h3>How does a differentiation strategy benefit in gaining a competitive advantage?</h3>

Differentiation gives a party two advantages:

-It can allow the firm to charge a premium price for its good or service, should it choose to do so.

-It can help the firm to grow overall need and capture market share from its rival.

A generic strategy attempts to convince clients to pay a premium price for its good or services by supplying unique and desirable features. Using a differentiation strategy suggests that a firm is contesting based on uniqueness, rather than price.

To learn more about differentiation strategy visit the link

brainly.com/question/16448107

#SPJ4

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A company has employed two workers A and B whose productivities are 20units and 15units respectively. The wage for A is k12 whil
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Answer:

no

Explanation:

In order to achieve optimal employment level, the ratio of productivity between employees must be equal to the ratio between their wages, e.g. an employee who is 25% more productive, should earn 25% more.

In this case, the productive ratio is 15:20 or 3:4, while the wage ratio is 8:12 or 2:3. Since the wage ratio is lower than the productivity ratio (2:3 < 3:4), the two employees are not optimally employed.

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3 years ago
Luis has $170,000 in his retirement account at his present company. Because he is assuming a position with another company, Luis
serious [3.7K]

Answer:

Luis will have $ 1,153,675.657524 in his account at the time of his retirement.

Explanation:

Acording to the data Luis has $170,000 in his retirement account

His current account after 30 years at 4.5% compounded quarterly will be

Current account = $ 170,000(1 + (0.045/4))^(4*30)

Current account = $ 650,838.260724

Acording to the data Luis also plans to put $2000/quarter into the new account until his retirement 30 years from now.

The future value (FV) of the account will be

FV = 2000[(1 + (0.045/4))^(4*30) -1] / (0.045/4)  0.01125

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Therefore, to calculate how much will Luis have in his account at the time of his retirement we have to calculate the following:

Total amount = Current account+FV

Total amount = $ 650,838.260724 +  $ 502,837.3968

Total amount = $ 1,153,675.657524

Luis will have $ 1,153,675.657524 in his account at the time of his retirement.

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