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This course includes scope of macroeconomics, national income, economic growth, unemployment, inflation, open economy, economic fluctuations, aggregate demand, aggregate supply and foundation of microeconomics. This lecture includes: Three, Model, Aggregate, Supply, Sticky, Model, Price, Expect, Overall, Level
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Lesson 33 THREE MODELS OF AGGREGATE SUPPLY (CONTINUED)
2- THE IMPERFECT-INFORMATION MODEL Assumptions: All wages and prices perfectly flexible. All markets are clear. Each supplier produces one good, consumes many goods. Each supplier knows the nominal price of the good she produces, but does not know the overall price level. Supply of each good depends on its relative price: the nominal price of the good divided by the overall price level. Supplier doesn’t know price level at the time she makes her production decision, so uses the expected price level, P e. Suppose P rises but P e^ does not. Then supplier thinks her relative price has risen, so she produces more. With many producers thinking this way, Y will rise whenever P rises above P e.
3- THE STICKY-PRICE MODEL
Reasons for sticky prices are as follows: Long-term contracts between firms and customers. Menu costs. Firms do not wish to annoy customers with frequent price changes. Assumptions: Firms set their own prices (e.g. as in monopolistic competition). An individual firm’s desired price is
Where a > 0. Suppose two types of firms: Firms with flexible prices, set prices as above Firms with sticky prices, must set their price before they know how P and Y will turn out:
Assume firms with sticky prices expect that output will equal its natural rate. Then,
To derive the aggregate supply curve, we first find an expression for the overall price level. Let s denote the fraction of firms with sticky prices. Then, we can write the overall price level as
Subtract (1s) P from both sides:
Divide both sides by s :
High P e High P. If firms expect high prices, then firms who must set prices in advance will set them high. Other firms respond by setting high prices.
p P a ( Y Y )
p P^ e a ( Y e Y e )
p P^ e
P s P^ e ( 1 s ) [ P a ( Y Y ) ]
Price set by sticky price firm
Price set by flexible price firm
s P s P^ e ( 1 s ) [ a ( Y Y ) ]
P P^ e^ ( 1^ s )^ ( Y Y ) s
^ ^ a
High Y High P. When income is high; the demand for goods is high. Firms with flexible prices set high prices. The greater the fraction of flexible price firms, the smaller is s and the bigger is the effect of Y on P. Finally, derive AS equation by solving for Y:
In contrast to the sticky-wage model, the sticky-price model implies a pro-cyclical real wage. Suppose aggregate output/income falls. Then, Firms see a fall in demand for their products. Firms with sticky prices reduce production, and hence reduce their demand for labor. The leftward shift in labor demand causes the real wage to fall.
Y Y ( P P^ e ) , w h e r e (1 )
s s
a