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lisabon 2012 [21]
3 years ago
15

Consider the following timeline detailing a stream of cash​ flows: The timeline starts at Date 0 and ends at Date 4. The cash fl

ow on Date 0 is indicated by a question mark. On Date 1, the cash flow is 5,000 dollars. On Date 2, the cash flow is 6,000 dollars. On Date 3, the cash flow is 7,000 dollars. On Date 4, the cash flow is 8,000 dollars. If the current market rate of interest is 10​%, then the present value​ (PV) of this stream of cash flows is closest​ to:
Business
1 answer:
gizmo_the_mogwai [7]3 years ago
6 0

Answer:

Present value= $20,227.45

Explanation:

Giving the following information:

On Date 1, the cash flow is 5,000 dollars. On Date 2, the cash flow is 6,000 dollars. On Date 3, the cash flow is 7,000 dollars. On Date 4, the cash flow is 8,000 dollars. The current market rate of interest is 10​%.

We need to use the following formula:

PV= FV/(1+i)^n

Date 1= 5,000/1.10= 4,545.46

Date 2= 6,000/1.10^2= 4,958.68

Date 3= 7,000/1.10^3= 5,259.20

Date 4= 8,000/1.10^4= 5,464.11

Total= $20,227.45

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Investments will therefore rise as a result. Unfortunately, due to the increase in demand for loanable funds from financial institutions, interest rates will rise as well to show that demand is increasing faster than supply of loanable funds as posited by the law of demand and supply.

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Answer:

Option B $9 million is the correct answer.

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Based on the information given regarding the reserve requirements, there'll be an increase in the money supply by $4000.

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Price skimming is commonly used for new technologies. DVD players are an excellent example of this. When DVD players first became available in the late 1990s, they could cost up to $1,000. If you do a quick search on Amazon, you'll find that a new DVD player costs only $33.

The pricing strategy will be influenced by the stage of the product's life cycle. The process of charging a relatively high price for a product is referred to as price skimming. When a product is new to the market, skimming is commonly used (in its introduction or growth phase)

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