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2 years ago

6

According to nutt and backoff, ____ is when the vision has enough imagery that it is powerful enough to communicate clearly a pi

cture of where the organization is headed.

1 answer:

Natasha2012 [34]2 years ago

6 0

Articulation is when the vision has enough imagery.

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Ceteris paribus, a 10 percent increase in income results in a 50 percent decline in the quantity of potatoes purchased. this imp

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The answer to this question is B. Substitute

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2 years ago

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In 1914, Henry Ford increased the wage he paid workers in his car factory in Dearborn, Michigan to $5 per day. This wage was

Talja [164]

Answer:

<em>d. workers are motivated by higher wages to work harder.</em>

Explanation:

If <em><u>workers are been motivated by giving them a higher daily income to make them work harder</u></em>.

If the company wants to manufacture products and earn money, then the company have to see that my workers are happy or not, because in the company the workers are the assets. <em>So if the company provide the workers high daily wage, then the workers will work harder and give their hundred percent on the field.</em>

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3 years ago

The best thing you can do to keep a positive relationship with your supervisor is to?

Naddik [55]

Hi there!

The best thing you could do is keep open communication with your supervisor and remain honest when things happen.

Hope this helps!

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3 years ago

Graham had developed an extremely successful advertising and promotion campaign for a client in the United States. The client wa

belka [17]

OPTIONS:

a. he did not have the budget for a global rollout.

b. copyright and intellectual property concerns prevented him from wanting to share his good ideas outside of the U.S. market.

c. he was unfamiliar with the code of ethics for advertising in other countries.

d. he had not applied for or received international certification that was required for working outside the United States.

e. differences in languages, customs, and culture might make the campaign meaningless and ineffective in some markets.

Answer:

e. differences in languages, customs, and culture might make the campaign meaningless and ineffective in some markets.

Explanation:

Just like the saying goes, "different strikes for different folks". What works for A, may not work for B.

Advertising and promotion campaign should be designed based on the target audience to be reached. That a particular advertising and promotion campaign worked in country A, does not mean it would work in Country B, simply because there might be differences in languages, customs, and culture peculiar to each market in both countries that must be considered. If ignored, using the same elements that were used in the USA, might be counterproductive when used worldwide.

Instead of using a kind of generic campaign worldwide, campaigns should be designed to target each market target considering their language, customs, and culture.

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3 years ago

A firm buys two inputs, labor L and capital K, the total amount of which cannot exceed 100. The wage is $8, and the rental rate

mixas84 [53]

Answer:

a.

Input limit: $K+L=100$

Budget limit: $8K+10L=840$

b.

L=20

K=80

Explanation:

Ok, you save me a little bit of work and resolved the point a.

Indeed, the equations for Input limit and Budget limit are the ones you put in the question.

Now I will show you how to find the quantities of the two inputs in order to have a maximum output taking into account the input limit and the budget limit:

First, we need to put our equations in function of one of the variables, lets do it with L (Labor):

Input limit:

$K+L=100$

$L=100-K$

Budget Limit:

$8K+10L=840$

$L=\frac{840-8K}{10}$

$L=84-0.8K$

Now we match the 2 equations and find the value of K

L=L

$100-K=84-0.8K$

$100-84=-0.8K + K$

$0.2K=16$

$K=\frac{16}{0.2}$

$K=80$

Now that we have the optimum K we replace in any of the two equations to find the optimum L

$L=100-80=20$

And then we replace in the Input limit and Budget limit equations to verify:

Input limit:

$80 + 20 = 100$

Budget Limit:

$8(80)+10(20)=840$

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3 years ago

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