Calculating Present Value with Inflation-Linked Cash Flow: A Finance Question

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SUMMARY

The discussion focuses on calculating the present value of an inflation-linked cash flow of 100,000 with an interest rate of 8% and inflation at 3%. The initial approach incorrectly suggested adjusting cash flows by multiplying with inflation rather than finding the real interest rate. The correct method involves using the real interest rate and applying the annuity formula to determine the present value over the first three years.

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Finance students, financial analysts, and anyone involved in investment planning or cash flow analysis will benefit from this discussion.

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Cash flow of 100 000. Interest rate = 8%, inflation = 3%. Cash flow will keep pace with any increase in prices. Find present value for first three years.

Answer:

Because it says "cash flow will keep pace with increase in prices", don't you not divide by the inflation rate, but instead multiply it by the principal?

Year 1:
100 000/(1.08)

Year 2:
(100 000*1.03)/(1.08^2)

Year 3:
(103 000*1.03)/(1.08^2)
 
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Nevermind, got it: to anyone interested, what I did above was wrong, you just find the real interest rate and use the annuity formula.
 

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