Question 8-D: An investor lends $10,000 today, to be repaid in a lump sum ...

An investor lends $10,000 today, to be repaid in a lump sum at the end of 10 years with interest at 10% (= i_{m}) compounded annually. What is the real rate of return, assuming that the general price inflation rate is 8% annually? (8.2)

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In 10 years, the investor will receive the original $10,000 plus interest that has accumulated at 10% per year, in actual dollars. Therefore, the market rate of return (IRR_{m}) is 10%. Then, based on Equation (8-5), the real rate of return (IRR_{r}) is:

i^{'}_{r}= \frac{i_{m}-f}{1+f} = 0.0185, or 1.85% per year

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