Yes it did I’m just tryna get the app bro
Answer:
The answer is below
Explanation:
Appreciation and depreciation is caused by demand. If the value appreciates (or goes up), demand for the currency also rises. Whereas if a currency depreciates, it loses it value.
Given that the U.S. dollar appreciates from 1.25 Swiss franc per U.S. dollar to 1.5 francs per dollar. Sine the U.S dollar appreciates, hence the franc would depreciate. The franc depreciates from 1.25⁻¹ (0.8) U.S dollars per franc to 1.5⁻¹ (0.67) U.S dollars per franc.
If the U.S. dollar appreciates from 1.25 Swiss franc per U.S. dollar to 1.5 francs per dollar, then the franc depreciates from 0.80 U.S. dollars per franc to 0.67 U.S. dollars per franc.
Answer:
transnational
Explanation:
A business strategy sets the overall direction for the business because it focuses on defining how a business would achieve its goals, objectives, and mission; as well as the funds and material resources required to implement or execute the business plan.
A transnational strategy can be defined as a set of planned actions through which a company focuses on establishing other branches in foreign markets. Thus, there exist some level of centralization, cooperation and interdependence between its headquarter, branches, subsidiaries and retail stores.
This ultimately implies that, a transnational strategy simply involves companies adopting the following approach;
I. Focusing efforts on ensuring local responsiveness.
II. Aggressively reducing operational costs.
III. Systematically transferring ideas and innovations among subsidiaries.
Hence, companies following the aforementioned approach are considered to be following a transnational strategy.
Answer: 12.6%
Explanation:
The bank's expected standard deviation after adding this branch will be calculated thus:
= (Total invested in new branch × Expected rate of return) + (1 - Investment in new branch) × Other assets
= (0.2 × 0.15) + (1 - 0.2) × 0.12
= 0.03 + 0.8 × 0.12
= 0.03 + 0.096
= 0.126
= 12.6%
Therefore, the bank's expected standard deviation after adding this branch is 12.6%.
