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Inflation 95<br />

Our real income will rise in case that nominal income increases faster than the price level.<br />

A faster rise in the price level than in our nominal income will imply a decline in real<br />

income. These relationships could be approximately expressed by the following formula:<br />

Percentage<br />

change in<br />

real income<br />

Percentage<br />

=<br />

change in<br />

nominal<br />

–<br />

income<br />

Percentage<br />

change in<br />

price level<br />

9.5. Nominal vs. Real Interest Rate<br />

Economists distinguish between the nominal interest rate and the real interest rate. The<br />

problem of this distinction emerges because of the volatile price level inducing times of<br />

inflation or deflation. Nominal interest rate represents a rate that investors pay to borrow<br />

money. If we correct the nominal interest rate for effect of inflation (or deflation) we get<br />

real interest rate.<br />

9.5.1. Inflation and the Fisher Principle 3<br />

The rate of inflation independently influences money demand. An unexpected increase in<br />

the price level raises nominal money demand proportionately. In contrast, continuous price<br />

increases – inflation – reduce the purchasing power of money. For example, with a 10%<br />

annual inflation rate, a given stock of money in real terms is worth 10% less then a year<br />

later.<br />

The effect can be understood by the distinction between nominal and real interest rates. By<br />

definition, the real interest rate (r) is the difference between the nominal interest rate (i) and<br />

the expected rate of inflation (π e ):<br />

r = i - π e<br />

real interest<br />

rate<br />

nominal<br />

interest rate<br />

expected<br />

inflation<br />

For decision such as consumption and investment, we have seen that the interest rate is the<br />

one that matters. In principle, no one would lend money at a nominal interest rate lower<br />

than expected inflation because the interest payment does not compensate for the loss of<br />

purchasing power. Implicitly, at least, borrowers and lenders agree that a positive real<br />

interest rate should remunerate the lender. Over long periods, real interest rate should<br />

remunerate the lender. Over long periods, real interest rate shows no trend. The nominal<br />

rate can therefore be seen as the sum of the reward to the lender, or the cost of borrowing<br />

(the real interest rate), and expected inflation. This is just rewritten as:<br />

3 See Burda – Wyplosz [4]<br />

i = r + π e

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