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Eduardwww [97]
4 years ago
15

When some consumers see the marketing mixes being offered by various firms as being different, but other consumers consider thes

e alternatives to be close substitutes for each other, the competitive situation is described as________________.
Business
1 answer:
kaheart [24]4 years ago
6 0

Answer: Monopolistic competition

Explanation:

 The monopolistic competition is one of the imperfect competition in the industry where the different types of products and the services are offered in the market but it is not perfectly substituted.

 According to the question, the given situation best describe about the monopolistic competition in which the different organization offer the marketing mix.

The customers see that marketing at very different level and they also control the monopoly by their own specific target in the market.    

Therefore, Monopolistic competition is the correct answer.  

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Assume the following data for Cable Corporation and Multi-Media Inc.
Tatiana [17]

Answer:

a-1 Cable Corporation 13.05

Multi-media Inc. 33.1%

a-2 Multi-Media Inc.

2. Cable Corporation Multi-Media Inc.

Net income/Sales 9.84% 5.19%

Net income/Total assets 7.76% 14.51%

Sales/Total assets .79 times 2.80 times

Debt/Total assets 40.55% 56.17%

Explanation:

a-1. Computation to determine the return on stockholders’ equity for both firms.

CABLE CORPORATION

Using this formula

Return on Stockholders’ Equity= Net Income / Stockholder’s equity

Let plug in the formula

Return on Stockholders’ Equity=$31,200 / 239,000

Return on Stockholders’ Equity= 0.1305*100

Return on Stockholders’ Equity=13.05%

MULTI-MEDIA INC.

Return on Stockholders’ Equity=$140,000 / 423,000

Return on Stockholders’ Equity= 33.1%

a-2. Based on the above calculation the firm that has the higher return is MULTI-MEDIA INC.

b. Computation for the following additional ratios for both firms.

Cable Corporation Multi-Media Inc.

Net income/Sales 9.84% 5.19%

($31,200/317,000=9.84%)

($140,000/2,700,000=5.19%)

Net income/Total assets 7.76% 14.51%

($31,200/402,000=7.76%)

($140,000/965,000=14.51%)

Sales/Total assets .79 times 2.80 times

(317,000/402,000=.79 times

(2,700,000/965,000=2.80 times)

Debt/Total assets 40.55% 56.17%

(163,000/402,000=40.55%)

( 542,000/965,000=56.17%)

4 0
3 years ago
calculate the average of each of the following. speed per hour during a three-hour trip: 65 MPH, 55 MPH, 45 MPH
castortr0y [4]

Answer:

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5 0
3 years ago
The performance management approach that uses job performance evaluations to identify a company's best, average, and worst perfo
timurjin [86]

The performance management approach that uses job performance evaluations to identify a company's best, average, and worst performing employees, using person-to-person comparisons, is known as "forced ranking".

<h3>What is forced ranking?</h3>

The contentious practice of "forced ranking," which grades employees against one another rather than against performance standards, is very popular in corporate America.

The problem with forced ranking are-

  • This can lead to a lack of motivation and disengagement among employees as well as unneeded internal competition that can harm collaboration, creativity, and innovation and divert attention from market competition.
  • Although contentious, forced ranking systems are legal. Employers who choose to take action based on those rankings, however, run a number of legal dangers.

The forced rankings beneficial from an employee perspective, here are reasons-

  • This system teaches a manager how to assess employees objectively with the right management training.
  • When the management system needs to be improved or formalised, forced rankings are advantageous.
  • An essential component of business is analysing trends and developments.

To know more about example of forced ranking, here

brainly.com/question/6626507

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6 0
2 years ago
You invest $600 in security A with a beta of 1.5 and $400 in security B with a beta of 0.90. The beta of this portfolio is _____
klio [65]

Answer:

Beta= 1.26

Explanation:

<u>First, we will calculate the proportion of the portfolio of each security:</u>

Security A= 600/1,000= 0.6

Security B= 400/1,000= 0.4

<u>Now, the beta of the portfolio:</u>

Beta= (proportion of investment A*beta A) + (proportion of investment B*beta B)

Beta= (0.6*1.5) + (0.4*0.9)

Beta= 1.26

7 0
3 years ago
Why doesn’t a change in the price of eggs cause a change in the demand for eggs?
FromTheMoon [43]
Supply and demand changes the price of eggs
6 0
3 years ago
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