--%>

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 : Determining Substitution products When

    When a price hike for Big Gulps of GlugaChug from $1 to $2 improves sales of dehydrated water from 50 to 100 kegs, then the dehydrated water and GlugaChug are: (1) Joint outputs in the production. (2) Complements. (3) Substitutes. (4) Mixed resource alternatives.

  • Q : Define saving function Saving function

    Saving function: The relationship among saving and income is termed as saving function.

  • Q : Create demand and supply tables Suppose

    Suppose the demand and supply for milk is described by the following equations: QD =  600 - 100P;  QS = - 150 + 150P, where P is price in dollars, QD is quantity de

  • Q : Relation between average and marginal

    Describe the relation between average revenue and marginal revenue. whenever a firm can sell an extra unit or a good by lowering price.

  • Q : Union Shop Agreements The union shop

    The union shop agreement needs that the worker: (1) Join the labor union prior to beginning to work. (2) Pay union dues even when selecting not to join union. (3) Join the union soon subsequent to being hired. (4) Freely select to join or not join union.

  • Q : Right-to-Work Laws problem Can someone

    Can someone help me in finding out the right answer from the given options. The provisions of Taft Hartley Act did not proscribe: (i) Secondary boycotts. (ii) Closed shops. (iii) Jurisdictional strikes. (iv) Right-to-work laws.

  • Q : Malthusian theory on population What do

    What do you mean by the Malthusian theory on population?

  • Q : Total revenue at level of sales and

    HoloIMAGine has patented a holographic technology which makes 3-D photography obtainable to consumers. The level of sales and production at that HoloIMAGine would take in its greatest probable total revenue is: (i) output q3

  • Q : Illustrates the initial point of

    RoboMatic’s RoboMaids have turn into the hottest innovation in consumer electronics since colour television. The initial point Robomatic requires to see in its quest to maximize profit is: (1) point e. (2) point f. (3) point g.

  • Q : Problem on market demand for toys

    Booming toy sales throughout December usually reflect rises in: (1) The quantity of toys demanded.  (2) Market demand for toys. (3) Production costs. (4) Infantile consumerism. Can someone please help me in finding out the acc