/
Intermediate Macro Introduction Intermediate Macro Introduction

Intermediate Macro Introduction - PowerPoint Presentation

celsa-spraggs
celsa-spraggs . @celsa-spraggs
Follow
342 views
Uploaded On 2019-11-30

Intermediate Macro Introduction - PPT Presentation

Intermediate Macro Introduction Current Events Great Recession Survival of the Euro Lost Decade Developing World China India SubSaharan Africa Whats it all about National Economy Micro consumerfirm behavior ID: 768656

real gdp equilibrium rate gdp real rate equilibrium money price prices change shifts policy unemployment problem demand find 100

Share:

Link:

Embed:

Download Presentation from below link

Download Presentation The PPT/PDF document "Intermediate Macro Introduction" is the property of its rightful owner. Permission is granted to download and print the materials on this web site for personal, non-commercial use only, and to display it on your personal computer provided you do not modify the materials and that you retain all copyright notices contained in the materials. By downloading content from our website, you accept the terms of this agreement.


Presentation Transcript

Intermediate Macro Introduction

Current Events Great Recession Survival of the Euro “Lost Decade” Developing World China India Sub-Saharan Africa

What’s it all about? National Economy Micro: consumer/firm behavior Macro variables GDP Inflation Unemployment Interest rates Debt/deficit exchange rates Etc.

Goals Explain movements of and connections between macro variables. Policy What can the gov’t do? What should the gov’t do

Macro is hard General Equilibrium many variables media coverage (yuck) Short run vs. Long Run Ex. new machines eliminate jobs Many approaches to economics

Plan of class Short run 1 to 2 years Booms and recessions Medium run Why / how fast does GDP grow equilibrium Long run Decades What makes rich countries rich? Development

Our focus Domestic economy Short Run – Keynesian story C lassical ideas to connect to the long run

Macro Flow Chart Firms & consumers Income and Consumtion Government Spending Taxes & transfers Savings & Investments Imports and Exports

Fiscal Policy Government Spending Defense Health, Education & Welfare Tax policy Income tax Capital gains tax etc. Debt/Deficit President and Congress

Monetary Policy The Federal Reserve controls Money supply Interest rates (one of them) Affects firm/consumer decisions

Gross Domestic Product Why do we care so much? GDP per capita across countries is correlated w/ Poverty Health Education Crude measure, GDP ignores Quality of life Environmental degradation “Happiness” Growth rate shows change

GDP – basic facts Rises Population rises Productivity rises Except when it doesn’t Recessions Causes?

Measurement GDP – value of all final goods and services produced over a given time Intermediate good – used as part of the production of another good Final good – sold for use by consumer/business/gov’t Note: all exports count as final goods Multiple ways to measure GDP

Final or Intermediate? Goodrich sells a tire to Ford for its new cars. Joe buys a new tire to replace a flat on his used car. Jean sells an extra tire in her garage to Sam.

GDP example Farmer Revenue corn $150 Costs seed $40 fertilizer $60 wages $25 Profit $25 Supply store Revenue seed $40 fertilizer $60 Cost (wholesale) $70 Profit $30 GDP?

3 ways to measure GDP Final goods add value of all final good $150 in corn Value added Sum value added for all intermediate and final goods $40+$60+$50 = $150 $50 is value added by farmer Income Sum all incomes from all production $30+$25+$25+$70

Nominal vs. Real GDP Economy produces only corn Quantity Price 2006 6000 bushels $4 2007 8000 bushels $5 Nominal GDP(2006) = $24,000 GDP(2007) = $40,000 Growth rate = 66.6% What’s wrong with this measure?

Real GDP Measure of goods adjusted for price changes “in constant dollars” Using prices from 2006 real GDP(2006) = $24,000 real GDP(2007) = $32,000 Growth rate 33.3% Note: if prices rise, real GDP < nominal GDP

GDP deflator Deflator = nominal GDP/real GDP Change in the deflator is a measure of inflation Deflator (2006) = 1 Deflator(2007) = 1.25 Inflation – 25% Obvious with one good…..

Problem An island country in the Indian Ocean produces zebu steaks and canoes. They produced the following quantities at the following prices in the last two years. 2005 2006 Quantity Price Quantity Price Steaks 800 $20 1000 $30 Canoes 600 $40 600 $50 Find the growth rates for nominal and real GDP, using 2005 prices as the base. Find the rate of inflation.

CPI and inflation Inflation also measured as an average of prices Gov’t surveys Weighted according to “typical” household expenditure

Inflation Why do we care? Wages rise with inflation Incomes not eroded Exceptions Pensions Alimony Disability Distorts relative prices Some prices adjusted faster Uncertainty High inflation come with volatility Investment/consumption decisions are more difficult

Unemployment Unemployed + employed = Labor force Unemployed – looking for a job Unemployment rate U = unemployed/labor force High unemployment: Unused resources Skills erode Not measured Discouraged workers / underemployed

Real vs. Nominal GDP Real GDP Changes in price don’t affect it. Measured in prices from a single year. GDP Deflator = Nominal GDP Real GDP - measures the effect of prices

Model of Demand

Build a Model How do elements on the flow chart fit? How do changes affect GDP? How do policy changes affect the economy? Start with Demand - goods sector - financial sector

Demand Z – aggregate demand Z = C + I + G + X – IM Equilibrium condition: Z=Y Assume: X = IM (no trade imbalance) Z = C + I + G; Z=Y Does Y affect C, I, G?

Consumption Function C increasing in Y Slope less than 1 Some income saved Autonomous consumption Algebraically, C = c 0 + c 1 Y D c 0 >0 – autonomous consumption 0<c 1 <1 –marginal propensity to consume (MPC)

Solving Assume (for now) I and G are fixed Y = c 0 + c 1 Y D + I + G Or Y = c 0 + c 1 (Y–T) + I + G With Y=Z Y * = (1/(1-c 1 ))(c 0 - c 1 T + I + G)

Example c 0 = 100; c 1 =0.75 I = $250; G = $200; T = $200 (balanced budget, for now) Y * = (1/0.25)400 = 1600 What if G rises by $50? Y * = $1800 D Y > D G Why? (Keynesian cross)

Multiplier Increase in G, Y h , C h , Y h etc…… Why doesn’t Y explode? Some saved every step Multiplier = 1/(1-c 1 ) measures the extra impact on Y of a change in autonomous spending.

Money Supply and Demand Liquidity Preference 2 assets: Money and Bonds W = M + B Hold bonds: better return Hold money: for transactions (liquidity) Demand for Money vs. interest rate ? Higher i greater demand for bonds lower demand for money

Money S&D Demand for money slopes down Supply of Money is vertical Decision of the Fed Doesn’t respond to i Fed can shift S to change equilibrium i What shifts Demand? Nominal GDP Real GDP or prices

Bonds Discount bonds pays $100 in one year. price? i - yield ex. P = $80 80(1+ i ) = 100 so i = 25% P = 100/(1+ i ) If P rises, i falls

Equilibrium What if i > i * ? excess money buy bonds P i i falls to equilibrium.

Questions How would an increase in prices affect equilibrium interest rates? What would the Fed do to lower equilibrium interest rates?

LM curve For a given M S , how are Y and i related? If Y rises, M D shifts out, i * rises If Y falls……. In the financial market, Y and i are directly related LM relation

Goods market How does a change in the interest rate affect aggregate expenditure? Not G – decision of gov’t Not C – income and substitution effects Investment is affected by i

Deriving IS i rises, I falls, expenditure function shifts down Equilib. GDP (Y) falls Goods market: i and Y are inversely related IS relation Note: IS for Investment – Savings relation For a given Y, i adjusts so that S=I. Shifts in IS?

IS - LM Together, they determine equilibrium Y * and i * Combines goods and financial markets Can discuss fiscal and monetary policy.

Shifts in IS Consumer confidence Preferences Future employment Business confidence Profit opportunities Changes in technology Fiscal policy

Shifts in LM Change in prices Monetary Policy

Fiscal Policy Increase in G Expenditure shifts up IS shifts right Y * and i * rise M D shifts right Does LM shift? No, M D shifts due to a change in Y - movement along LM

Monetary Policy Fed increases M S LM shifts right Y * rises and i * falls Expenditure function shifts up Does IS shift? No, Exp shifts due to a change in i movement along IS

Problem A tax cut changes consumption. Show how a tax cut would affect the IS-LM, expenditure and M S – M D diagrams.

Fiscal vs. Monetary Policy Monetary Policy Advantages Quick decisions/implementation Fine tune Disadvantages Takes time to have an effect undirected Fiscal Policy Advantages Immediate impact Directed spending Disadvantages Takes time to decide (politics) Changes tend to last

Real Money S&D Equilib i determined by real money S&D Graph looks the same Change in P Shifts supply of real money Shifts demand for nominal money P rises, i rises in both cases Note: Fed controls interest rates in the short term. Long run: prices changes affect i *

IS - LM C = 100 + 0.75Y D I = 100 – 1000 i G = 200 T = 200 (M/P) d = 3Y – 18,000 i (M/P) s = 1500 Find the IS and LM relations. Find equilibrium Y * and i * .

Impulse response Decrease in Fed funds Takes 4-8 quarters to have an effect

Practice Problem An island country in the Indian Ocean produces zebu steaks and canoes. They produced the following quantities at the following prices in the last two years. 2005 2006 Quantity Price Quantity Price Steaks 800 $20 1000 $30 Canoes 600 $40 600 $50 Find the growth rates for nominal and real GDP, using 2005 prices as the base. Find the rate of inflation.

Practice Problem c 0 = 100; c 1 =0.8 I = $150; G = $200; T = $200 Using the above, find equilibrium output/income. If autonomous consumption falls by $50, find the new level of equilibrium output. What is the multiplier? What is savings before and after the change in C?

Practice Problem Let the consumption function be C = 100 + 0.9Y D If autonomous consumption falls by $15, how does equilibrium output change? Show the changes on a Keynesian cross diagram.

Practice Problem C = 100 + 0.75Y D I = 100 – 1000 i G = 200 T = 200 (M/P) D = 3Y – 10,000 i M/P = 1500 Find IS Find LM Find equilibrium i and Y

Practice Problem When Clinton took office in 1992, he raised taxes, and the Fed agreed to increase the money supply as long as government spending stayed constant. Show the changes on an IS-LM diagram. What happens to equilibrium output and the interest rate? When would equilibrium output rise?

Problem Show the impact of a decrease in the price level on a graph of real money supply and demand and an IS-LM graph. What is the relationship between output/income and the price level?

Review Problem Given the following information find the equilibrium level of output Y * . If government spending and taxes both fall by $50, how does Y * change? Show on a graph of the expenditure function with the equilibrium condition. Autonomous consumption = $300 MPC = 0.9 Investment = $100 Taxes = $ 150 Government spending = $ 150 What is savings both before and after the change in spending?

Review Problem The recent recession has seen a large drop in business confidence affecting autonomous investment. The Federal Reserve has responded by increasing by increasing the money supply. Show the effect on the equilibrium on an IS-LM graph, and show the initial effects on an expenditure graph and a money S&D graph.

Labor Market

U.S. Labor Market Large movements in and out of labor force and employed Hires Quits Layoffs Discouraged workers Continental Europe - slower change Stronger unions More firing restrictions Higher wages and more unemployment

Wage determination Firms seem to pay higher than “competitive” wages. Why are wages higher than necessary? Efficiency wages Get more effort Reduce turnover Bargaining power Worker skills Depends on other options unions

Firm decision Competitive labor market W = MRP if W < MRP then firm hires more (more profit) MRP = P x MP L so marginal product = real wage (W/P)

Simple version Production function: Y=L Implies MP L = 1 real wage W/P = 1 P = W “price equals marginal cost” Too simple??? - firms have “pricing power” - workers have bargaining power

Wage determination - formally Nominal wages negotiated according to expected prices P e W = P e F ( u,z ) F( u,z ) “bargaining power” u – unemployment rate z – other factors ex. labor laws worker skill

Price determination Output prices also tend to be higher than wages. Other costs Firms have market power - monopolistic competition - monopoly - oligopoly P = W(1 + m ) “markup” or W/P = 1/(1 + m )

Natural rate of unemployment If price = expectations, combine equations F(u,z) = 1/(1 + m ) relates the wage and price markups Determines u n – natural rate of unemployment Medium run concept

Graph Price & wage determination unemployment vs. real wage Price setting equation constant according to markup Wage setting, higher u means lower real wage (bargaining) Compare U.S. and France more firing restrictions More benefits required by law WS curve to the right higher u n

Natural rate Medium run concept 0 % cyclical unemployment Associated with natural rate of employment Natural rate of output NAIRU Natural rate can change over time with labor laws unemployment benefits tax policy?

Problem Unions give workers extra bargaining power, but have declined in membership over the last 25 year in the U.S. Use the wage / price determination graph to show the effect on real wages and the natural rate of unemployment.

Problem Online retailing has increased competition for goods, lowering the markup firms can charge. Show how this affects the labor market and the natural rate of unemployment.

Review Problem A proposed law in France would make it easier for firms to fire people. Show the effect on the natural rate of unemployment on the wage/price setting graph.