Answer:
One approach is to use the simple equation Value = Benefits / Cost. The plus side to this approach is that it is concrete and quantifiable. You can measure the profit consistently throughout the life of the product, charting changes in value over time.
Answer:
monetarist approach
Explanation:
Monetarism relates to the school of thought that prioritizes the function of government agencies in regulating the number of resources in circulation in monetary economics. Monetarist theory argues that differences in the currency supply have significant short-term and longer-term impacts on federal output and price rates.
If a country's money supply decreases, business activity will rise, as per monetarist theory; the opposite is also correct. The monetarist philosophy is driven by a standard equation, MV= PQ, in which M will be the money supply, V is just the pace and P refers to the price of commodities, and Q is the sum of commodities.
Buying the beneficiary position on a life insurance policy of someone who is dying is referred to as <u>Viatical Settlement</u>
Explanation:
- <u>Viatical settlement</u> refers to the sale of a life insurance policy by the owner to a third party for a amount which is more than its surrender value but less than its net death benefit.
- Viatical settlement provides the policy owner with a lump some amount of money.
- The <u>viatical settlement </u>is tax-free as per the Health Insurance Portability and Accountability Act (HIPAA) 1996
The answer is "<span>Heaps are complete binary trees".</span>
In software engineering, a heap is a particular tree-based information structure that fulfills the heap property. The heap is one maximally effective execution of a dynamic information sort called a priority queues, and in reality priority queues are regularly alluded to as "heaps", regardless of how they might be implemented.
Answer:
b. set in when the fifth worker is hired
After this point additional worker return will be lower.
Explanation:
Trhe diminishing return are the moment at which the marginal increase in production decrease.
In other words, adding a new resource provide less return than his predecessor.
Marginal
2 do 4 hours
3 do 6 houses (marginal 6 - 4 = 2)
4 do 9 houses (marginal 9 - 6 = 3)
5 do 13 houses (marginal 13 - 9 = 4)
6 do 15 houses (marginal 15 - 13 = 2)
the marginal output decrease from 4 to 2 the returns decreased.
