Using Elasticity to Predict Cost Incidence A Definition & A - - PDF document

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Using Elasticity to Predict Cost Incidence A Definition & A - - PDF document

Using Elasticity to Predict Cost Incidence A Definition & A Question Definition of Incidence: the fact of falling upon; in this case, where costs fall A Question for you what does a statement like this mean? The health


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Using Elasticity to Predict Cost Incidence A Definition & A Question

  • Definition of Incidence: the fact of

falling upon; in this case, where costs fall

  • A Question for you – what does a

statement like this mean?

“The health benefits provided to GM employees adds $500 to what every consumer pays when they buy a GM car.”

Who pays when payroll tax added to wage rate?

Wage rate Employment level DL - Market SL - Market EEquilibrium WEquilibrium Wage bill

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Remember Own-Price Elasticities

  • Demand:

– Higher the elasticity, greater demand response to price change

  • Supply:

– Higher the elasticity, greater supply response to price change

DE DI

Wwith tax W0

Change in Emp. When DI Change in Emp When DE SE

SI

Change in Emp when SE Change in Emp when SI

Who Bears Cost of New Payroll Tax?

  • Case 1:

– Employer bears entire cost – Possible in very short run in firm where demand is perfectly inelastic D0 S0 E0 W0 W0+ tax

Employer loss

Who Bears Cost of New Payroll Tax?

  • Case 2:

– Employees bear entire cost in form

  • f lower

wages – Possible in short run in firm where supply is perfectly inelastic

S0 E0 W0 W0- tax

Employee loss

D0

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Who Bears Cost of New Payroll Tax?

  • Case 3: Shared

Cost (Moderate elasticity of supply & demand) – Employees bear cost in form of lower wages & employment – Employer bears cost in form of wage reduction less than tax S0

E0 W0 W0- tax

Employee loss

D0

W0+tax Et W* E* Employer loss

Point:

  • The more inelastic the demand for labor,

the less employment will decrease with a payroll tax, i.e., the firm will bear more of the cost of a payroll tax, ceteris paribus

  • The more inelastic the supply of labor, the

smaller the decrease in supply, i.e., labor will bear the cost of a payroll tax, ceteris paribus

COMPENSATING WAGE DIFFERENTIAL

WAGES & OCCUPATIONAL CHOICE

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ASSUMPTIONS ABOUT WORKERS

  • Utility maximization
  • Perfect worker information
  • Perfect worker mobility

⌦Jobs have different non-pecuniary characteristics ⌦Individuals differ in preferences for non-pecuniary characteristics

Definition

Compensating wage differential

– Premium firms have to offer workers to compensate for working conditions – Can have both “positive” and “negative” premium

MARKET FOR NON-MONEY CHARACTERISTICS OF WORK IMPLICIT PRICE of non-pecuniary job characteristics

– Positive differential for negative characteristics – Negative differential for positive characteristics

One explanation why more than 1 wage rate in labor market

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EMPLOYEE PERSPECTIVE

  • TRADE-OFF BETWEEN EARNINGS &

NEGATIVE JOB ATTRIBUTE

– Constant Utility

– Slope = Rate of exchange between wage & negative job aspect – Diminishing marginal returns – Preferences differ across individuals

Employee Trade-off

Wages (good) Risk (bad)

People differ

Wages (good) Risk (bad) More Risk Averse Less Risk Averse

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EMPLOYER CONSIDERATIONS

  • TRADE-OFF BETWEEN

– Cost of reducing negative aspects of job – Cost of compensating employees to put up with those aspects

  • Firm offer is bounded

– Upper bound: Competitive mkt. ->0 profits – Lower bound: Need sufficient # workers

  • Firms vary in ability to change aspects

Firm Trade-off

Wages Risk

Below 0 profits Zero Profits Above 0 profits

Firms differ

Wages Risk Expensive Inexpensive

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THE OFFER CURVE

  • DEFINITION: Curve of all

employers in market

– Wage/Job characteristics combinations from which workers can choose – Market clearing implicit price

  • Offer curve can shift over time

– Technological Change – Change in worker preferences

The Offer Curve

Wages Risk

MATCH BETWEEN EMPLOYEES AND EMPLOYERS

(Another Constrained Maximization Problem)

  • WORKERS: Maximize utility s.t.
  • ffer constraint (highest wage for

given risk or lowest risk for given wage)

  • EMPLOYERS: Set wage high enough

to attract enough but not too many

  • THE MATCH: Utility maximized at

tangency b/n utility & offer curves

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Matching workers to employers

Wages Risk

Market

  • ffer curve

Individual Workers’ Utility

INSIGHTS FROM COMPENSATING WAGE DIFFERENTIAL MODEL

  • Wages increase with risk (or any

uniformly bad aspect), ceteris paribus

  • Workers with strong preferences

(aversion) for job aspect will work at firm that provides that most cheaply (reduces it at lowest cost)

  • CWD allocates labor
  • Source of equity in compensation