Answer: 1.356345
Explanation:
Based on the scenario and information provided in the question, the 90-day forward rate will be calculated as:
= Spot Rate × (1 + Germany Interest Rate) / (1 + United States Interest Rate)
= 1.35 × (1 + 6.5%) / (1 + 6%)
= 1.35 × (1 + 0.065) / (1 + 0.06)
= 1.35 × 1.065/1.06
= 1.35 × 1.0047
= 1.356345
Options:
A. Operational
B. Tactical
C. Static
D. Strategic
D. Growth
Answer:D. Growth
Explanation:Growth plans are Activities put in place to enhance that an organisation attains its growth Objectives.
A Growth plan identifies potential opportunities for growth and makes the required resources available in irder to sponsor the potential opportunities.
A growth plan contains business elements which can help the a business Organisation identify the value of customers and how to meet the needs of the customers which will help to enhance the growth of the business through increased revenue.
Answer: why do you hate this person so much
Explanation:
Answer:
a global strategic alliance
Explanation:
A global strategic alliance is established between two or more countries that are established on different countries. In this case, TJ's headquarters are in the US and the other game company's headquarters are in Thailand. This type of alliance is very common when companies want to enter new international markets. For example, Volkswagen Group is the largest car manufacturer in the world, even though its headquarters are located in Germany, around 50% of the cars it sells are produced in China through a series of strategic alliances with Chinese car manufacturers. It was the first western car manufacturer to start producing cars in China and it really paid off for them. Its share of the Chinese car market is currently around 25%.
Answer:
$184,068.70
Explanation:
Given that
Annual payments = $31,000
Discount rate = 12%
Time period = 11 years
The computation of the present value is shown below:
= Annual payments × PVIFA factor for 11 years at 12%
= $31,000 × 5.9377
= $184,068.70
Simply we multiplied the annual payments with the PVIFA factor so that the present value could arrive
Refer to the PVIFA table
