Answer: The correct answer is "an intermarket spread".
Explanation: This is an example of <u>an intermarket spread</u> swap.
- An intermarket spread swap, is the exchange of 2 bonds within different parts of the same market in order to obtain a higher yield.
Answer:
1. Pressures for local responsiveness may make it difficult to ______________________________.
monitor and adapt to changing customer tastes in a large number of foreign markets
2. __________________________is the most appropriate strategy when there are substantial differences across nations with regard to consumer tastes and preferences, and where cost pressures are not too intense.
Localization strategy
3. ___________________________ is the most appropriate strategy when the firm simultaneously faces strong pressures for both cost reductions and local responsiveness.
Transnational strategy
4. A firm facing low pressures for local responsiveness and few pressures to contain costs might best pursue a(n) _______________________.
international strategy
5. Markets are dynamic, and any firm will face competition. In time, international and localization strategies tend to become less viable, and managers need to ________________________________.
orient their companies toward either a global standardization or transnational strategy
Explanation:
When a company's global business activities are coordinated via cooperation and interdependence between its head office, operational divisions, and internationally located subsidiaries or retail outlets, the entity tends to realize more competitive advantages than when it uses a single strategy. This is why the transnational strategy is offering the best alternative for international businesses in the globalized economy.
Answer:
13.86%
Explanation:
34% was invested into stock X with an expected return of 11%
22% was invested into stock Y with an expected return of 18%
44% was invested into stock Z with an expected return of 14%
The expected return on the portfolio can be calculated using the formula below
Expected return= Sum of ( weight of stock×return of stock)
= (0.34×11%)+(0.22×18%)+(0.44×14%)
= 3.74+3.96+6.16
= 13.86%
Hence the expected return on the portfolio is 13.86%
Answer:
4
Explanation:
receivable turnover = net credit sales / average inventory
avarage iventory = ($761000 + $841000) / 2 = $801,000
$3,204,000 / $801,000 = 4
