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INFLATION



             The first version of the Quantity theory is known as the Fisher Equation, named after the economist who developed it. The equation is:.
             MV = PT.
             Where M is the money supply, V is the velocity of circulation, P is a measure of the price level, and T is the number of transactions. This version of the Quantity theory assumes that the government can control the money supply by its monetary policy. The velocity of circulation measures the speed at which money changes hands, so if people spend their money more quickly, velocity will rise. Quantity theorists assume that velocity is stable, so it is unlikely to change quickly. On the left side of the equation, M is multiplied by V, showing the amount spent in the economy.
             On the right of the equation, P is multiplied by T, showing the amount which is received. Quantity theorists assume that the economy is at full employment, so only P is likely to vary. If the money supply rises, MV must also rise, and this leads to an identical rise in PT. As T is assumed to be at the full employment level, the rise in the money supply must lead to inflation.
             The Cambridge version of the Quantity theory uses the following equation:.
             MD = kPY.
             Where MD is the demand for money, k is the proportion of income held in cash balances, P is the price level, and Y is real income. The demand for money refers to the desire that consumers have to hold some of their wealth in a liquid form, so it is sometimes known as a liquidity preference. Monetarists assume that people hold cash to finance transactions, so that a rise in the price level or a rise in real income will increase the demand for money. Monetarists assume that people tend to hold a fairly steady proportion of their income in cash, so k will tend to be quite stable.
             In the Cambridge version, a rise in the money supply leads to changes in the economy because disequilibrium is created, as the supply of money now exceeds the demand for money.


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