--%>

Okun's Law Coefficient Is so Large

Why the Okun's Law Coefficient Is so Large? Okun's Law posits not a 1-to-1 relation but a 2.5-to-1 relationship between real GDP growth and the unemployment rate. That is, a one percentage-point fall in the unemployment rate is associated not with a 1 but a 2.5 percent boost in the level of production. Why is this Okun's Law coefficient so large? Why isn't it the case that a one percentage point fall in unemployment produces a one percent rise in output, or even less? One answer is that the unemployment rate, as officially measured, does not count discouraged workers. In a recession, the number of people at work falls, the number of people looking for work rises, and the number of people who are not looking for work because they doubt they could find jobs--but would be working if business conditions were better--rises. Because the conventionally-measured unemployment rate does not include these discouraged workers, more than a 1 percent rise in real GDP is needed to reduce the unemployment rate by 1 percentage point. Moreover, when business returns to normal, firms' initial response is not to hire more employees, but to ask existing employees to work longer hours. So average hours of work per week go up, and the unemployment rate falls by less than one would otherwise expect. Finally, in some industries employing more workers increases production by more than a proportional amount: product design and set-up need to be done only once, no matter how much is produced. Thus businesses which have economies of scale do not need twice as many workers to produce twice as much output.

   Related Questions in Microeconomics

  • Q : Kinked Demand by decreasing price In

    In this kinked demand curve model as in given graph, when this firm operated at point a and lowered its price by P2 to P1 and other firms in the industry also lower prices, in that case this firm will move from point a to: (w) po

  • Q : Problem on economic profits A perfectly

    A perfectly competitive market contain 60 firms, each along with a total cost function of TC = 10y2 + 80 and a marginal cost function of MC = 20y. The market demand function is ymd = 600 - 7py. a. If the market price is $80.00, how much wi

  • Q : Increasing supply problem Whenever the

    Whenever the equilibrium in the figure shown move from point a to point b, raised supply has taken only in the market illustrated in: (i) Panel A. (ii) Panel B. (iii) Panel C. (iv) Panel D.

    Q : Economy affects in government spending

    How do economy affects when there is reductions in government spending?

  • Q : Possessing a problem of Moral Hazard I

    I have a problem in economics on possessing a problem of Moral Hazard. Please help me in the following question. The Moral hazard poses a problem if: (i) People with health insurance acquire flu shots. (ii) Persons who are sicker purchase health insur

  • Q : Alpha's and Beta's profits Refer to the

    Refer to the below diagram where the numerical data illustrates profits in millions of dollars. Beta's profits are illustrated in the northeast corner and Alpha's profits in the southwest corner of each cell. If Alpha and Beta engage in collusion, the outcome of the g

  • Q : Normative goals of microeconomics

    Normative goals of microeconomics comprise: (w) economic growth. (x) price-level stability. (y) high employment. (z) equity within the distribution of income. Please friends choose one choice from the above. I want your suggestion

  • Q : Competitive Markets-Labor unions The

    The Purely competitive labor markets are not characterized through: (1) Most of the individual sellers and buyers of labor services. (2) Wages equivalent to the marginal resource costs. (3) Labor unions. (4) Price taking sellers and buyers of the labo

  • Q : Moral Hazard-Risk of money When you

    When you paid a friend’s entrance fee for the poker tournament and agreed to divide any winnings and then your friend played sloppily as your money is at risk, not his, and then you have suffered since of: (1) Adverse selection. (2) Fraudulent information. (3) I

  • Q : Size Distribution of Income The degree

    The degree of inequality of income in between households and individuals is the: (w) marginal productivity theory of income distribution. (x) functional distribution of income. (y) distribution of wealth. (z) size distribution of income.