--%>

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 : Price inelasticity of demand At a price

    At a price for $0, the demand for DVD games is around: (w) perfectly elastic. (x) perfectly inelastic. (y) unitarily elastic. (z) positively sloped.

    Q : Effect of preference on demand Maureen

    Maureen generally drinks two glasses of Lost Horizons Cabernet Sauvignon each evening. Her demand for her preferred brand is least probable to be influenced by:  (i) The bad crop of grapes lowering the quality of Lost Horizons Cabernet. (ii) Getting a $4000 annua

  • Q : Change in total revenue by selling

    Marginal revenue, which is: (w) the change in total revenue from selling an additional unit of output. (x) the change in total revenue from hiring an additional unit of labor. (y) computed as TR/Q. (z) specified by change in Q / change in TR.

  • Q : Estimate minimum average costs

    Robomatic Corporation could attain minimum average costs for RoboMaids when this produced: (1) 4,000 robots per month. (2) 6,000 robots per month. (3) 8,000 robots per month. (4) 10,000 robots per month. (5) 12,000 robots per month.

    Q : Formation of a cartel This would be

    This would be easiest to form a cartel between: (w) retail grocers. (x) aluminum producers. (y) dairy farmers. (z) domestic marijuana producers. Can anybody suggest me the proper explanation for given problem regar

  • Q : Canada’s top three trading partners

    Name the Canada’s top three trading partners?

  • Q : Maximizes profit for output HoloIMAGine

    HoloIMAGine has patented a holographic technology which creates 3-D photography obtainable to consumers. It maximizes profit at: (i) output q1. (ii) output q2. (iii) output q3. (iv) output q4. (v) output q5.

  • Q : Technological advances in natural

    Natural barriers to entry may be overcome across time from: (w) cut-throat competition. (x) elimination of patent laws. (y) technological advances. (z) rigorous enforcement of antitrust laws. How can I solve my

  • Q : Goal of profit sharing plans Give the

    Give the answer of following question. For the firm, the major goal of profit sharing plans is to: A) force workers to incur some of the business risk. B) overcome the monopsony problem of having to pay higher wages to attract additional workers. C) overcome the princ

  • Q : Question on Demand-Supply curves Assume

    Assume that the market for cigarettes in a specific town has the given supply and demand curves: QS = P; QD = 50 − P, here the quantities are evaluated in thousands of units. Assume that the town council requires raising $300,000 in revenue