Chapter 16: The Demand for Resources

Significance of Resource Pricing

  • Money-income determination: Resource pricing plays a crucial role in determining income levels.
  • Cost minimization: Understanding resource prices helps firms minimize production costs.
  • Resource allocation: Pricing guides the efficient allocation of resources across different uses.
  • Policy issues: Resource pricing is relevant to various policy considerations.

Marginal Productivity Theory of Resource Demand

  • Derived Demand:
    • The demand for resources is derived from the demand for the products they produce.
    • In perfectly competitive markets (both product and resource markets), derived demand depends on:
      • Marginal product (MP) of the resource.
      • Price (P) of the product.
  • Marginal Revenue Product (MRP):
    • MRPMRP is the change in total revenue resulting from a unit change in resource input (e.g., labor).
  • Marginal Resource Cost (MRC):
    • MRCMRC is the change in total resource cost resulting from a unit change in resource input (e.g., labor).
  • MRP = MRC Rule:
    • To maximize profit, a firm should hire additional resources as long as the additional product produced adds more to revenues than to costs.
    • The MRPMRP schedule represents the firm’s demand for labor.
    • Marginal resource cost (MRCMRC) is exactly equal to the wage rate in a competitive labor market.
  • Demand for Labor:
    • Pure Competition in the Sale of the Product: The demand curve for labor under pure competition is derived from the MRPMRP schedule.
    • Imperfect Competition in the Sale of the Product: The demand curve for labor under imperfect competition is also related to the MRPMRP, but it is influenced by the firm's market power.

Determinants of Resource Demand

  • Changes in Product Demand:
    • If the demand for the final product increases, the demand for the resources used to produce it also increases.
  • Changes in Productivity:
    • Quantities of other resources: The availability and quality of other resources can affect the productivity of a particular resource.
    • Technological advance: Technological improvements can increase the productivity of resources.
    • Quality of the variable resource: A higher quality resource will be more productive.
  • Changes in Price of Substitute Resources:
    • Substitution effect: If the price of a substitute resource changes, firms may substitute one resource for another.
    • Output effect: Changes in resource prices can affect production costs and output levels, influencing the demand for other resources.
    • Net effect: The combined impact of substitution and output effects determines the overall change in resource demand.
  • Changes in the Price of Complementary Resources:
    • A decrease in the price of a complementary resource will increase the demand for the related resource.

Elasticity of Resource Demand

  • Factors affecting elasticity:
    • Ease of resource substitutability: If it's easy to substitute one resource for another, demand will be more elastic.
    • Elasticity of product demand: The more elastic the demand for the final product, the more elastic the demand for the resources used to produce it.
    • Ratio of resource cost to total cost: The larger the proportion of total costs accounted for by a resource, the more elastic its demand.

Optimal Combination of Resources

  • Least-Cost Combination of Resources:
    • Firms aim to minimize costs for a specific output level.
    • Least-Cost Rule: The last dollar spent on each resource should yield the same marginal product.
    • MP<em>LP</em>L=MP<em>KP</em>K\frac{MP<em>L}{P</em>L} = \frac{MP<em>K}{P</em>K}
      • Where: MP<em>LMP<em>L = Marginal Product of Labor, P</em>LP</em>L = Price of Labor, MP<em>KMP<em>K = Marginal Product of Capital, and P</em>KP</em>K = Price of Capital.
  • Profit-Maximizing Combination of Resources:
    • Firms seek to maximize profit by employing resources efficiently.
    • Profit-Maximizing Rule: Each resource should be employed to the point where its MRPMRP is equal to its price.
      • MRP<em>L=P</em>LMRP<em>L = P</em>L and MRP<em>K=P</em>KMRP<em>K = P</em>K

Marginal Productivity Theory of Income Distribution

  • Resources are paid according to the value of their service or contribution.
    • Workers are paid wages based on their marginal productivity.
    • Resource owners receive income based on the productivity of their resources.
  • Inequality in income distribution arises due to:
    • Unequal distribution of productive resources.
    • Market imperfections that distort resource prices and employment levels.

Labor and Capital: Substitutes or Complements?

  • Firms aim to utilize the least-cost combination of resources.
  • Example of bank tellers and ATMs:
    • Initially, ATMs displaced tellers (labor).
    • Over time, ATMs and tellers became complementary, with more ATMs and more tellers.