An important implication that arises out of the forces that influence quality is thatas the business world becomes more complex, quality must be approached from a(n) perspective, rather than a(n) perspective.a. internal; externalb. bottom-up; top-downc. system; processd. futuristic; historical

Answers

Answer 1

Answer:

Answer:

Letter a is correct. Internal; external.

Explanation:

The current economic era translates into a globalized and competitive landscape that requires companies to be adaptable to the rapidly occurring changes in the world, which may be economic, consumer, trend, legislative and other changes.

Therefore it is a fact and need for the internal perspective to be valued more than the external one, as quality-focused management should consider organizational systems as responsible for ensuring the integrated technique that will directly influence the functioning of the organization. Therefore, it can be affirmed that management focused on ethical communication and action practices, in addition to the positive and continuous improvement-based organizational culture, will promote the integration of teams and the general motivation that, through internal quality, external quality is the result.

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In the initial Cournot duopoly equilibrium, both firms have constant marginal costs, m, and no fixed costs, and there is a barrier to entry. Show what happens to the best-response function of firms if both firms now face a fixed cost of F Let market demand be p-a -bQ, where a and b are positive parameters with 2 firms. Let q1 and q2 be the amount produced by firm 1 and firm 2, respectively. Assuming it is optimal for the firm one to produce, its best-response function is I. (Properly format your expression using the tools in the palette. Hover over tools to see keyboard shortcuts. Eg., a subscript can be created with the- q1 = character.)

Answers

Answer:

The best response functions are given by

$q_1=(a-m)/(2b)-(q_2)/(2)$

$q_2=(a-m)/(2b)-(q_1)/(2)$

Explanation:

Under no fixed costs the total costs is

$CT_i= mq_i$

for i=1,2. The market demand is given by

$p=a-bQ$

where $Q=q_1+q_2$ is the total production

Firm 1 and 2 will maximize its own profits. Since this firms are symmetric the problems are too

$max\,\Pi_1=p=(a-b(q_1+q_2))q_1-mq_1$

The first order conditions (take derivative of the profit with respect to $q_1$ are given by

$a-2 b q_1-b q_2-m=0$

Then the best-response function for Firm 1 will be

$q_1=(a-m)/(2b)-(q_2)/(2)$

and the solution for Firm 2 would be the symmetric

$q_2=(a-m)/(2b)-(q_1)/(2)$

Now we can add fixed costs, so total costs now look

$CT_i= F+mq_i$ for i=1,2

the profit maximization problem for firm 1 looks now

$max\,\Pi_1=p=(a-b(q_1+q_2))q_1-F-mq_1$

The first order conditions are given by

$a-2 b q_1-b q_2-m=0$

note that this equation is the same as in the absence of Fixed Costs. So the solutions would be the same. Fixed costs don't change the optimal level of production of these firms.

Note that Total Costs are given by fixed costs (F) and marginal costs (m) that depend on the production level of the firm

$CT_i=F+mq_i$

for i=1,2. The market demand is given by

$p=a-bQ$

where $Q=q_1+q_2$ is the total production, so it's the sum of each firms production

Firm 1 will maximize it's own profits

$max\,\Pi_1=p=(a-b(q_1+q_2))q_1-F-mq_1$

The first order conditions (take derivative of the profit with respect to $q_1$ are given by

$a-2 b q_1-b q_2-m=0$

Then the best-response function for Firm 1 will be

$q_1=(a-m)/(2b)-(q_2)/(2)$

and the solution for Firm 2 would be symmetric.

Note that only marginal costs are relevant for getting the best-response function, so adding fixed costs (F) don't change the results

Explanation:

Which of the following statements is most accurate? Group of answer choices Multimedia presentations are no longer used in the business world. Low-tech visual aids are not appropriate for the business world. Today's speakers rely exclusively on the use of multimedia slides in their presentations because they know that multimedia slides have no disadvantages. Effective speakers analyze their audience and the speaking occasion to help them determine what type of visual aid to use.

Answers

Answer:

The Correct Statement is the Second Statement. Effective speaker look consider the nature and the needs of audience and then decide the type of visual aid.

Explanation:

Multimedia slides are extremely useful, and often helps in various ways to deliver your message. There is no doubt in it.

However, you can't say multimedia slides are the "one best way" to present.

In certain cases, depending on the audience, you might not need and multimedia slide at all!

Maybe you'll just have to use your body language, act out a drama or even sing a song to convey the message to the audience.

And apart from that, it the times of technical failures, where you cannot use the computer or any electrical devices, you'll have to use traditional methods too.

Moreover, if the audience is not "tech-savvy" and are more of a traditional nature, then traditional or pen and paper based methods might just work out!

Answer:

Effective speaker look consider the nature and the needs of audience and then decide the type of visual aid.

i did this on ede 2020

Can someone plz help me really quick? I’m struggling. I can give brainliest points.

Answers

Pretty sure its the third one

Nuzum Corporation has two divisions: Division M and Division N. Data from the most recent month appear below: Total Company Division M Division N Sales $557,000 $254,000 $303,000 Variable expenses 144,910 81,280 63,630 Contribution margin 412,090 172,720 239,370 Traceable fixed expenses 273,000 128,000 145,000 Segment margin 139,090 44,720 94,370 Common fixed expenses 94,690 43,180 51,510 Net operating income $ 44,400 $ 1,540 $ 42,860 Management has allocated common fixed expenses to the Divisions based on their sales. The break-even in sales dollars for Division N is closest to:

Answers

Answer:

$ 183,544.30 = $ 183,544

Explanation:

Nuzum Corporation

Total Division M Division N

Sales $557,000 $254,000 $303,000

Variable expenses 144,910 81,280 63,630

Contribution margin 412,090 172,720 239,370

Traceable fixed expenses 273,000 128,000 145,000

Segment margin 139,090 44,720 94,370

Common fixed expenses 94,690 43,180 51,510

Net operating income $ 44,400 $ 1,540 $ 42,860

First we find the Segment CM ratio by the following formula:

Segment Contribution Margin Ratio= Segment Sales- Segment Variable Expenses/ Sales

Segment Contribution Margin Ratio= 303,000 -63630/303000

Segment Contribution Margin Ratio= 239370/303000=0.79

Then we find the break even sales in dollars.

Break Even Sales in Dollars= Traceable Fixed Expense/ Segment Contribution Margin Ratio

Break Even Sales in Dollars =145,000/0.79= $ 183,544.303

If a person works on a ship for a cruise line headquartered in the country where he was born and resides, then he is a Answers: A. PCN B. HCN C. TCN D. not enough information

Answers

Answer:

The correct answer is letter "A": PCN.

Explanation:

In international staffing, a Parent Country National (PCN) is an employee that is hired to work in the same country from where the employee is resident and where the company has its headquarters. Usually, firms hire PCNs when foreign cultures are distant.

An investment has an expected return of 11 percent per year with a standard deviation of 26 percent. Assuming that the returns on this investment are at least roughly normally distributed, how often do you expect to earn less than -15 percent?

Answers

Answer:

$P(X<-15)=P((X-\mu)/(\sigma)<(-15-\mu)/(\sigma))=P(Z<(-15-11)/(26))=P(Z<-1)$

And we can find this probability using the normal standard distribution table or excel and we got:

$P(Z<-1)=0.159$

Explanation:

Previous concepts

Normal distribution, is a "probability distribution that is symmetric about the mean, showing that data near the mean are more frequent in occurrence than data far from the mean".

The Z-score is "a numerical measurement used in statistics of a value's relationship to the mean (average) of a group of values, measured in terms of standard deviations from the mean".

Solution to the problem

Let X the random variable that represent the expected return, and for this case we know the distribution for X is given by:

$X \sim N(11,26)$