1. Markets in Action CHAPTER 6

2. After studying this chapter you will be able to Explain how labor markets work and how minimum wage laws create unemployment and inefficiency Explain the effects of a tax Explain why farm prices and revenues fluctuate and how production subsidies and quotas influence farm production, costs, and prices Explain how markets for illegal goods work

3. The Labor Market and Minimum Wage New labor-saving technologies become available every year, which mainly replace low-skilled labor. Does the persistent decrease in the demand for low-skilled labor depress the wage rates of these workers? The immediate effect of these technological advances is a decrease in the demand for low-skilled labor, a fall in the wage rate, and a decrease in the quantity of labor supplied. Figure 6.4 on the next slide illustrates this immediate effect.

4. 台灣勞動相關法規

5. The Labor Market and Minimum Wage A decrease in the demand for low-skilled labor is shown by a leftward shift of the demand curve. A new labor market equilibrium arises at a lower wage rate and a smaller quantity of labor employed.

6. The Labor Market and Minimum Wage In the long run, people get trained to do higher- skilled jobs. The supply of low-skilled labor decreases and the short-run supply curve shifts leftward. If long-run supply is perfectly elastic, the equilibrium wage rate returns to its initial level (other things remaining the same).

7. The Labor Market and Minimum Wage A Minimum Wage A price floor is a regulation that makes it illegal to trade at a price lower than a specified level. When a price floor is applied to labor markets, it is called a minimum wage. If the minimum wage is set below the equilibrium wage rate, it has no effect. The market works as if there were no minimum wage. If the minimum wage is set above the equilibrium wage rate, it has powerful effects.

8. The Labor Market and Minimum Wage The equilibrium wage rate is $4 an hour. The minimum wage rate is set at $5 an hour. So the equilibrium wage rate is in the illegal region. The quantity of labor employed is the quantity demanded.

9. The Labor Market and Minimum Wage The quantity of labor supplied exceeds the quantity demanded. With only 20 million hours demanded, some workers are willing to supply the last hour demanded for $3. Unemployment is the gap between the quantity demanded and the quantity supplied.

10. The Labor Market and Minimum Wage Inefficiency of a Minimum Wage A minimum wage leads to an inefficient use of resources. The quantity of labor employed is less than the efficient quantity and there is a deadweight loss. Figure 6.6 illustrates this loss.

11. The Labor Market and Minimum Wage A minimum wage decreases the quantity of labor employed. If resources are used in job search activity, workers’ surplus and firms’ surplus decrease. And a deadweight loss arises.

12. Taxes Everything you earn and most things you buy are taxed. Who really pays these taxes? Income tax and the Employment Insurance tax are deducted from your pay, and provincial sales tax and GST is added to the price of the things you buy, so isn’t it obvious that you pay these taxes? Isn’t it equally obvious that your employer pays the employer’s contribution to the Employment Insurance tax? You’re going to discover that it isn’t obvious who pays a tax and that lawmakers don’t decide who will pay!

13. Taxes Tax Incidence Tax incidence is the division of the burden of a tax between the buyer and the seller. When an item is taxed, its price might rise by the full amount of the tax, by a lesser amount, or not at all. If the price rises by the full amount of the tax, the buyer pays the tax. If the price rise by a lesser amount than the tax, the buyer and seller share the burden of the tax. If the price doesn’t rise at all, the seller pays the tax.

14. Taxes A Tax on Sellers Figure 6.7 shows the effects of this tax. With no tax, the equilibrium price is $3.00 a pack. A tax on sellers of $1.50 a pack is introduced. Supply decreases and the curve S + tax on sellers shows the new supply curve.

15. Taxes The market price paid by buyers rises to $4.00 a pack and the quantity bought decreases. The price received by the sellers falls to $2.50 a pack. So with the tax of $1.50 a pack, buyers pay $1.00 a pack more and sellers receive 50¢ a pack less.

16. Taxes A Tax on Buyers Again, with no tax, the equilibrium price is $3.00 a pack. A tax on buyers of $1.50 a pack is introduced. Demand decreases and the curve D  tax on buyers shows the new demand curve.

17. Taxes The price received by sellers falls to $2.50 a pack and the quantity decreases. So with the tax of $1.50 a pack, buyers pay $1.00 a pack more and sellers receive 50¢ a pack less. The price paid by buyers rises to $4.00 a pack.

18. Taxes So, exactly as before when the seller was taxed: The buyer pays $1.00 of the tax. The seller pays the other 50¢ of the tax. Tax incidence is the same regardless of whether the law says the seller pays or the buyer pays.

19. Taxes Tax Division and Elasticity of Demand The division of the tax between the buyer and the seller depends on the elasticities of demand and supply. To see how, we look at two extreme cases.  Perfectly inelastic demand: the buyer pays the entire tax.  Perfectly elastic demand: the seller pays the entire tax. The more inelastic the demand, the larger is the buyer’s share of the tax.

20. Taxes Demand for this good is perfectly inelastic—the demand curve is vertical. When a tax is imposed on this good, the buyer pays the entire tax.

21. Taxes The demand for this good is perfectly elastic—the demand curve is horizontal. When a tax is imposed on this good, the seller pays the entire tax.

22. Taxes Tax Division and Elasticity of Supply To see the effect of the elasticity of supply on the division of the tax payment, we again look at two extreme cases.  Perfectly inelastic supply: the seller pays the entire tax.  Perfectly elastic supply: the buyer pays the entire tax. The more elastic the supply, the larger is the buyer’s share of the tax.

23. Taxes The supply of this good is perfectly inelastic—the supply curve is vertical. When a tax is imposed on this good, sellers pay the entire tax.

24. Taxes The supply of this good is perfectly elastic—the supply curve is horizontal. When a tax is imposed on this good, buyers pay the entire tax.

25. Taxes Taxes in Practice Taxes usually are levied on goods and services with an inelastic demand or an inelastic supply. Alcohol, tobacco, and gasoline have inelastic demand, so the buyers of these items pay most the tax on them. Labor has a low elasticity of supply, so the seller—the worker—pays most of the income tax and most of the Social Security tax.

26. Taxes The tax revenue takes part of the consumer surplus and producer surplus. The decreased quantity creates a deadweight loss.

27. Subsidies and Quotas Fluctuations in the weather bring big fluctuations in farm output. How do changes in farm output affect the prices of farm products and farm revenues? How might farmers be helped by intervention in markets for farm products?

28. Subsidies and Quotas Poor Harvest Supply decreases. Farmers lose $20 billion of total revenue on the decreased quantity sold. But they gain $30 billion from the higher price. Because demand for wheat is inelastic, total revenue increases—to $90 billion.

29. Subsidies and Quotas Bumper Harvest Supply increases. Farmers lose $40 billion of total revenue on the original quantity because the price falls. They gain only $10 billion from the increased quantity. Because demand for wheat is inelastic, total revenue decreases—to $50 billion.

30. Subsidies and Quotas Intervention in markets for farm products takes two main forms:  Subsidies  Production quotas A subsidy is a payment made by the government to a producer. A production quota is an upper limit to the quantity of a good that may be produced during a specified period.

31. Subsidies and Quotas Subsidies With no subsidy, the price is $40 a ton and the 40 million tons a year are produced. With a subsidy of $20 a ton, marginal cost minus subsidy falls by $20 a ton and the new supply curve is S – subsidy.

32. Subsidies and Quotas The market price falls to $30 a ton and farmers increase production to 60 million tons a year. With the subsidy, farmers receive more on each ton sold—the price of $30 a ton plus the subsidy of $20 a ton, which is $50 a ton. But farmers’ marginal cost increases to $50 a ton.

33. Subsidies and Quotas Production Quotas With no quota, the price is $30 a ton and 60 million tons a year are produced. With the quota, total production decreases to 40 million tons a year. The market price rises to $50 a ton and marginal cost falls to $20 a ton.

34. Markets for Illegal Goods A Free Market for a Drug Figure 6.15 shows the market for a drug such as marijuana. Market equilibrium is at point E. The price is P C and the quantity is Q C.

35. Markets for Illegal Goods Prohibiting transactions in a good or service raises the cost of such trading. If sellers and/or buyers of an illegal drug are penalized, then the cost of trading to the drug increases. Figure 6.15 shows the effect of these penalties. A Market for an Illegal Drug

36. Markets for Illegal Goods Penalties on Sellers If the penalty on the seller is the amount HK, then the quantity supplied at a market price of P C is Q P. Supply of the drug decreases to S + CBL. The new equilibrium is at point F. The price rises and the quantity decreases.

37. Markets for Illegal Goods Penalties on Buyers If the penalty on the buyer is the amount JH, the quantity demanded at a market price of P C is Q P. Demand for the drug decreases to D – CBL. The new equilibrium is at point G. The market price falls and the quantity decreases.

38. Markets for Illegal Goods But the opportunity cost of buying this illegal good rises above P C because the buyer pays the market price plus the cost of breaking the law.

39. Markets for Illegal Goods Penalties on Both Sellers and Buyers Now suppose that both buyers and sellers are penalized for trading in the illegal drug. Both the demand for the drug and the supply of the drug decrease.

40. Markets for Illegal Goods The new equilibrium is at point H. The quantity decreases to Q P. The market price is P C. The buyer pays P B and the seller receives P S.

41. Markets for Illegal Goods Legalizing and Taxing Drugs An illegal good can be legalized and taxed. A high enough tax rate would decrease consumption to the level that occurs when trade is illegal. Arguments that extend beyond economics surround this choice.

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