Ch. 9: Labour Market Decisions of Firms (Micro) Demand for Labour

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20 Terms

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Wage Elasticity of Demand

  • Depends on:

    • Percentage of labour costs in total costs

    • Number of subs for labour

    • Price elasticity of th prod. or service

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Labour Productivity

The output per worker

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Gross Domestic Product

  • GDP

  • The value of all final goods and services produced in a year

  • Workers are more productive

  • Increases as output increases

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Productity Growth: Macro Influences

  • The economy as a whole

    1. Structure of the economy

      • Industrial composition: Manufacturing or services

    2. Economic conditions

      • Recession or expansion

    3. Govt. policies:

      • Fiscal Policies: Spending and taxation

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Productity Growth: Micro Influences

  • Individuals business firms

    1. Scale of business operations: Large businesses are more productive

    2. Management technique: Educated managers are better at motivating staff an using better tools and equipment leading to higher productivity

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Firm’s Demand for Labour

  • Dervied from th demand for final goods and services that require labour as an input

  • Also influenced by the productivity of lavour improve through experience and education

  • Market’s view of the value of the services

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Productivity Growth: Micro and Macro

  • The economy as a whole

  • Quantity and quality of capital: Employees become more productive as the quality and quantity of the tools increase

  • Labour Force; Characteristics of the labour force (age, health, education, etc)

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Quasi-Fixed Labour Costs

  • Non-wage to hiring employees that are not related to the hours of work

    1. Hiring costs: Advertising, screening, recording keeping, payroll, etc

    2. Training: Materials and salaries of trainers

    3. Opportunity Costs: Lost production from those in training

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Marginal Revenue

Revenue from selling one more product

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Short Run

A period when at least one factor of prod. cannot be changed

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Law of Diminishing Returns

  • LDR

  • States that in the short run a point will be reached at which the extra contribution of the next worker to total output will be less than that of the previously hired worker

  • Contribution of the next worker to total output is the Marginal Product of Labour (MPL)

<ul><li><p>LDR </p></li><li><p>States that in the short run a point will be reached at which the extra contribution of the next worker to total output will be less than that of the previously hired worker </p></li><li><p>Contribution of the next worker to total output is the <u>Marginal Product of Labour (MPL)</u></p></li></ul><p></p>
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Why the Long Run Demand Curve Slopes Down

  • Long Run: All factors of production are variable

  • Scale Effect: Cost goes down as quanitity demand increases

  • Hire more if selling more

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Subsitution Effect

Sub. Capital (machinery) for labour, making it cheaper and faster

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Marginal Product of Labour

  • MPL

  • Can covert the contribution of each successive worker into a dollar of revenue

  • Marginal Revenue: Addition to total revenue as a result of selling an extra unit of output

  • MPL x MR= MPL

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Employer’s Decision Rule for Hiring

  • Wage rate > MRP (Marginal Revenue Product)= Don’t hire

  • Wage rate < MRP= Hire

  • Wage rate = MRP= Indifferent, need to watch that line!

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Scale Effect

The change in the number of employees hired as a result of changes in the amount sold

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Two Reasons for Increases in Demand for Labour

  1. Increases due to greater productivity of labour

    • Improvement in MPL

  2. Can also increase due to shifts in demand for final foods or services, tus increasing MR

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Demand for Labour in a Given Occupation can Change…

  1. Increases in demand for final goods and services to make them

  2. Change in the price of substitutes: Unions vs non-unions

  3. Change in the price of complements: Price of steel drops= increase in demand for steel workers

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Change in Quantity Demand in Response to a Change in Wage Rate

  • = Percentage change in the quantity of workers demanded/ percentage change in the wage rate

  • Ed= %â–ł / %â–łWR

  • Ed> 1.0 (elastic)

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Cross Elasticity of Demand

  • Increase in wages paid to one occupation can lead to changes in another occupation

  • Increase= sub effect

  • Decrease= complementary effect

  • Coefficent= %â–łOccA / %â–łWROccB