The CEO was most likely referring to the following efforts : <u>d) a distribution center established in London to preempt the growth of a British car manufacturer</u>.
<u>Explanation</u>:
The company establishing its trade and investment activities across the national borders is known as international business.
The following are some of the factors of production:
i) Manufacturing infrastructure
ii) Technology
iii) Managerial talent
It is important for a company to take more effort and establish its distribution center overseas to confront the international competitors. In the above scenario, the CEO decided to establish his distribution center in London to block the growth of a British car manufacturer.
Answer:
Price willing to pay=$1105.94
Explanation:
Annual Coupon Payment=$1,000*0.08
Annual Coupon Payment=$80
Calculating Present Value (PV) of Par Value:
Where:
i is the rate of return.
FV is par value
PV= $258.419.
Calculating PV of annual Coupon Payment:
i is the coupon rate
A is the annual Payment
PV=$847.521
Price willing to pay= Present Value (PV) of Par Value+ PV of annual Coupon Payment
Price willing to pay=$258.419+$847.521
Price willing to pay=$1105.94
By employing such an organizational structure, Century Motors most likely set up a <u>Matrix Organization. </u>
A Matrix organization:
- Incorporates people from multiple departments and functions
- Will see people answering to multiple managers of those various departments
- Usually disband after a project is done
The actions of Century Motors are in line with a Matrix Organization in that people from multiple functions were incorporated into the team and the team will disband when the project is done.
We can therefore conclude that this is a matrix organization.
<em>Find out more at brainly.com/question/7437866.</em>
If Player 1 chooses the best answer in the provided mixed strategy NE (Nash equilibrium), Player 2 must compel him to choose between playing Left or Right.
<h3>If there are two Nash equilibriums, what happens?</h3>
There is some hope that only one Nash equilibrium, if there are several, will be accepted. In this scenario, it is believed that the rational participants will be aware of the need to eliminate any nonadmissible equilibria.
<h3>Can there be two Nash equilibrium with pure strategies?</h3>
Because the strategy "yes" weakly dominates "no," there are only two pure-strategy Nash equilibria: (yes, yes) and (no, no). No matter what the other player does, "yes" is as good as "no," but if there's a chance the If the other player choose "yes," the optimum response is "yes."
To know more about nash equilibrium visit:-
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