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Sergio [31]
4 years ago
8

Bryant Investments is putting out a new product. The product will pay out $32,000 in the first year, and after that the payouts

will grow by an annual rate of 2.75 percent forever. If you can invest the cash flows at 7.25 percent, how much will you be willing to pay for this perpetuity? (Round to the nearest dollar.)
Business
1 answer:
arsen [322]4 years ago
8 0

Answer:

Present Value= $711,111.11

Explanation:

Giving the following information:

Cash flow= $32,000

Growth rate= 2.75 percent forever.

Interest rate= 7.25 percent

To calculate the present value, we need to use the following formula for a perpetual annuity with growing rate:

PV= Cf/ (i - g)

g= growth rate

i= interest rate

PV= 32,000/ (0.0725 - 0.0275)

PV= $711,111.11

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Suppose that over the last twenty-five years a country's nominal GDP grew to three times its former size. In the meantime, popul
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B. It increased, but it less than doubled

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An increased in the nominal GDP 3 times its formal will lead to a proportionate increase in the GDP per person statistics. But I was a noted that there was a 100% increase in population, meaning that population doubled. This indicates that the GDP per person increased but it less than double because of the population doubling in that period of time.

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4 years ago
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At the end of a recent​ year, Anderson Cleaning​ Service, a​ full-service house and office cleaning​ service, had total assets o
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Anderson Cleaning​ Service's liabilities were $2,160

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A firm is using experience curve pricing when it prices high worldwide in an attempt to position itself as a market leader.
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Divine plc is a pure-honey producing plant. The firm wants to replace its aging processing machine. One option is to purchase a
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Answer:

Project A

Years      Cashflows     Discount factor     Present values

0            250,000                    1                           -250,000

1-10            45,100                   6.144                     277,094.40

Sum of all present value=NPV=27,094.40

IRR (by using trial and error method) = 12.4696%

Note: Discount factor for the year 1-10 is calculated by using annuity formula i.e [1-(1+10%)]/10% = 6.144

Project B

Years Cashflows Discount factor  Present values

0        (350,000)           1                              (350,000)

1           72,500               0.91                   65,975  

2           65,500               0.83                    54,365  

3           73,800                  0.75                    55,350  

4            71,500                  0.68                    48,620  

5           69,800                  0.62                   43,276  

6           75,500             0.56                   42,280  

7           31,000                  0.51                            15,810  

8           47,500                  0.47                           22,325  

9           55,500                  0.42                   23,310  

10           29,200                  0.38                    11,096

Sum of all present values=NPV=32,407

IRR(by using trial and error method=12.4186%

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b)The conflict between both the investment appraisal technique is likely due to different cash flow patterns of both the project. In such situation decision should be based on NPV because this is an absolute measure

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