Answer:
The correct answer that fills the gap is: Cartels generate the highest joint profit, they want to avoid a price war that leads to profit erosion and P=MC, a cournot oligopoly will generate more profit than a bertrand oligopoly
Explanation:
In Bertrand's model, consumers will buy the goods of the company that offers the lowest price. From this it can be intuited that the Nash equilibrium will be the one in which both companies set the same price. For this reason it is not attractive, since they are competition and for some of the two it may not be profitable to decrease the sale price of their products.
This question is very broad. It could be attributable to several factors, but mostly the increase in production costs.
Production costs could be transportation, resources, food, rent, basically anything that would go into making a product.
Answer:
The options for this question are the following:
A. sponsorship
B. spot
C. adjacency
D. syndication
E. countertrade
The correct answer is A. sponsorship
.
Explanation:
Sponsorship is an advertising strategy that consists of an organization (sponsor) committing to provide financing to a third party (sponsored) in exchange for the presentation of its brand or product.
The sponsorship consists of an agreement or agreement between two people (legal or physical) in which, one of the parties called sponsor, will deliver a consideration (monetary or material) to another sponsored call, so that the latter exposes its brand or product publicly.
Answer:
B) $2,850
Explanation:
1: Find the discount: $3,000*5% = $150
2: Subtract the discount: $3,000 - $150 = $2,850
Answer:
True.
Explanation:
True, The given situation is true because the pleasure (utility) provided by Alpha is greater than the pleasure (utility) provided by the Beta. Therefore, a rational person will buy only that commodity which has a higher utility. Here, we can see the Alpha provides 10 units of utility or pleasure per dollar while Beta provides 8 units of utility or pleasure per dollars. So, only Alpha will be chosen.