Compare and contrast, the assumptions, the predictions and the policy implications of the IS/LM model with those of the New Classical model

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There is no universal agreement among economists as to how the economy functions at a macroeconomic level. In stead there are various schools of thought.

Theses schools of thought see very different roles for the government in managing various macroeconomic objectives. There are various models and theories which try to elucidate the economy/markets.

There are two key markets in which both fiscal and monetary policy operate. The first is the goods market and the; the second is the money market.  Each of theses markets can be analysed using the IS-LM model.

The goods market, uses the Keynesian injections (investments) /withdrawals (savings) model (IS model). Fiscal policy operates directly in this market. In the case of the money market, the model is the one showing the demand for money (L) and the supply of money (M) and their effects on the rate of interest. Monetary policy operates directly in this market, either by affecting the supply of money or by operating on interest rates.

The Investments and savings (IS) curve is based on Keynesian theory of withdrawals and injections. The IS curve is derived from this theory.

Figure -1 examines how the IS curve is derived. Figure-1 has two parts.

The top part shows the Keynesian injections and withdrawals diagram where we are assuming that savings is the only withdrawals from the circular flow of income, and investments are the only injection. Where the bottom part of the diagram shows the IS curve. This shows all the various combinations of interest rates (r) and national income (Y) at which I=S. 

It is clear (From figure-1 of the IS curve) that interest rates, national income, investments (injections) and savings (withdrawals) are all interdependent.

It is also clear (from figure-1), that interest rates affect both investments and savings, where a rise in interest rates will mean a rise in savings (as it is more profitable to save) and a fall in investment (due to expense in borrowing).  Consequently the level of investments and savings will affect the rate of equilibrium national income as the equilibrium national income is where I=S.

For example, assuming initially interest rates are at r1, an interest rate of r1 will give particular investment and saving schedules. Theses are shown by the curves I1 and S1 in the top part of the diagram. Where Equilibrium for national income will be where I=S i.e. at Y1. So at point ‘a’ where there is an interest rate of r1, the goods market will be in equilibrium at an income of Y1.

Likewise a fall in interest rates i.e. from r1 to r2 will mean a rise in investments i.e. from I1 to I2 and fall in savings i.e. from S1 to S2, thus the equilibrium national income will be at point ‘b’, Y2.

Taking these assumptions into account and IS curve from figure-1, we can say that higher interest rates are associated with lower national income and vice-versa. Thus predictions can be made using this by altering theses elements.

LM stands for Liquidity and money, The LM curve is concerned with the equilibrium in the money market, it shows all the various combinations of interest rates and national income at which the demand for money equals the supply (L=M)

The LM curve is based on the theory of liquidity preference/the demand for holding assets in the form of money. The LM curve is derived from this theory, (as shown in Figure-2, where the demand for money is curve (L) and supply of money is curve (M)).

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Any changes in national income will cause movements either upward or downward the LM curve to a new interest rate. we can see (from Using figure- 2) that a rise in national income from Y1 to Y2 leads to a rise in the rate of interest from r1 to r2 where higher national income rates are associated with higher rates of interest and vice-versa. Therefore higher national income will lead to greater demand for money and hence higher interest rates if equilibrium is to be maintained in the ...

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