Along with the aggregate supply, AS, curve, the AD curve helps you figure out what the effect of policy will be on the price level and output. The AD curve represents the relationship between the price level and output that results from equilibrium in both the goods and financial markets. Recall that the IS and LM curves can be represented by the following equations:
(Goods market) IS: | Y | = | C(Y T) + I(i) + G | |
(Financial markets) LM: | M/P | = | Y L(i) |
The IS curve shown in the upper graph represents the relationship between i and Y that is consistent with equilibrium in the goods market. The LM curve shown in the upper graph represents the relationship between i and Y that is consistent with equilibrium in the financial markets.
Notice that equilibrium in the financial markets requires that the real money supply, defined as M/P, be equal to the demand for money.
Move the price level up and down clicking on the Mark button to mark several points on the AD curve.
Any other variable, besides the price level, that moves the IS curve or the LM curve, shifts the AD curve. Recall that a decrease in taxes shifts the IS curve to the right. Click on the Decrease T button. Move the price level handle up and down clicking on the Mark button at each price level.
The AD curve can be represented by the following equation including variables that shift the IS or LM curves:
AD relation: Y = Y(
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M/P
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,
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G
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,
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T
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)
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+
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,
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+
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,
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|
The + and signs underneath the equation shows how an increase in the real money supply, government spending, or taxes affects the position of the AD curve. An increase in G will shift the AD curve to the right. Let's put the AD relation together with the AS relation to see how monetary and fiscal policy affects Y and P. Go on to the next active graph.