Answer:
D) make mutual investments in specialized assets.
Explanation:
I'm not sure about the exact background of the question, but if you are trying to build a trust relationship with another company, the best way to do it is by investing together.
E.g. if company A is interested in securing an important supplier, instead of trying to acquire it, they might try to invest together in some assets or another business. That way, when it comes to deciding which company should receive discounts or prioritize their requirements, the supplier will always favor their business partners.
<span>In my opinion, the managerial implications of a borderless organization could be a language barrier: complete from a different spoken language to even just day to day colloquial words or phrases. Another could be different labor laws in different countries. Another big one is the fact that different time zones could come into play and if improperly accounted for or organized with, this could really turn business upside down.</span>
Answer:
shopping
Explanation:
Shopping products are the ones that customers tend to compare in order to buy them considering different characteristics like price, style and quality. Because of this, customers take some time before deciding what to purchase and shoes can be considered a shopping good as consumers will make comparisons before deciding which one to buy.
Answer:
Option "D" is the correct answer to the following question.
Explanation:
A monopoly usually has all kinds of social costs. Price under monopoly is more than marginal cost, which also often means that society does not have the economic capacity.
In monopoly business, resources are usually used less and other businesses use more resources, which is why monopoly business is usually associated with social interests.
Monopoly businesses produce fewer goods but charge more on those goods because they are the sole producers of the services or goods they produce, so all three options are correct
Answer:
C) 100 − 16Y
Explanation:
The computation of the marginal benefit is shown below:
The marginal functions represent the derivatives with respect to the total functions as compared to Y.
so, the marginal benefit function is MB(Y)=dB(Y) ÷ dY
d (100Y - 8Y^2} ÷ dY
= 100 -16Y
Therfeore the option c is correct
