Answer:
The answers are:
- A) Government tax revenue minus the sum of government purchases and transfer payments to households.
- B) a budget surplus
Explanation:
The formula to calculate public saving is (T - G - TR).
- T stands for all the government revenue through taxes and tariffs.
- G stands for all the government spending including purchase of goods and provision of services.
- TR stands for all the government transfers including payments to individuals and households through social programs (including social security).
Budget surplus is the same as public saving.
Answer:
In particular, Apple demonstrated the following best practices, as identified in the article:
Identifying multiple suppliers for key components. ...
Refusing to ship potentially faulty products to customers. ...
Taking online orders initially. ...
Considering adding additional assemblers to meet pent up demand.
Answer:
one product strategy
Explanation:
Based on the information provided within the question it can be said that the best strategy in this situation would be a one product strategy. This is a business strategy in which the company focuses on a single flagship product and making it sell as much as possible before diversifying into other products. This prevents the company from being overwhelmed with various products and instead allows them to focus and one and grow the product as well as the company.
Answer:
$1,213,657.685
Explanation:
For computation of compounded future value first we need to find out the present worth which is shown below:-


= $88,172.32636
Now, Future value = Present worth × (1 + interest rate)^number of years
= $88,172.32636 × (1 + 6%)^45
= $1,213,657.685
Therefore we have applied the above formula to determine the future value.