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babymother [125]
3 years ago
8

Pam is in need of cash right now and wants to sell the rights to a $1,000 cash flow that she will receive 5 years from today. If

the discount rate for such a cash flow is 9.5%, then what is the fair price that someone should be willing to pay Pam today for rights to that future cash flow?
Business
1 answer:
Virty [35]3 years ago
8 0

Answer:

Fair price =$635.23

Explanation:

<em>Th fair price that he should be willing to pay is the present value of the $1000 expected in 5 years time.</em>

<em>Present value (PV) is the worth today if a future amount is discounted at a particular rate of interest.</em>

PV = FV × (1+r)^(-n)

PV - present value = ?

FV -Future value - 1000,

r- discount rate - 9.5%,

n - future date - 5

PV = 1,000 × (1.0950^(-5)

PV = 1,000 × 0.6352

PV =635.2276653

Fair price =$635.23

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Answer:

NPV is positive,the project should be accepted

Explanation:

In determining whether or not the project should be accepted ,we need to ascertain the Net Present value of the project which is present value of cash inflows of $13,000 for 35 years minus the initial investment of $125,374.60 committed today.

The annuity factor for 8% for 35 year horizon is 11.6546 using annuity table.

Present of cash inflow=cash inflow*annuity factor=$13,000*11.6546=$151,509.80  

Net present value=$ 151,509.80-$125,374.60=$ 26,135.20  

The investment has a positive NPV,hence should be accepted

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