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Chapter 16 Equilibrium
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Market Equilibrium A market is in equilibrium when total quantity demanded by buyers equals total quantity supplied by sellers.
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Market Equilibrium Market demand p q=D(p) D(p)
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Market Equilibrium Market supply p q=S(p) S(p)
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Market Equilibrium Market demand Market supply p q=S(p) q=D(p)
D(p), S(p)
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Market Equilibrium Market demand Market supply p q=S(p) p* q=D(p) q*
D(p), S(p)
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Market Equilibrium Market demand Market supply p q=S(p)
D(p*) = S(p*); the market is in equilibrium. p* q=D(p) q* D(p), S(p)
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Market Equilibrium Market demand Market supply p q=S(p)
D(p’) < S(p’); an excess of quantity supplied over quantity demanded. p’ p* q=D(p) D(p’) S(p’) D(p), S(p)
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Market Equilibrium Market price must fall towards p*. Market demand
Market supply p q=S(p) D(p’) < S(p’); an excess of quantity supplied over quantity demanded. p’ p* q=D(p) D(p’) S(p’) D(p), S(p) Market price must fall towards p*.
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Market Equilibrium Market demand Market supply p q=S(p)
D(p”) > S(p”); an excess of quantity demanded over quantity supplied. p* p” q=D(p) S(p”) D(p”) D(p), S(p)
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Market Equilibrium Market price must rise towards p*. Market demand
Market supply p q=S(p) D(p”) > S(p”); an excess of quantity demanded over quantity supplied. p* p” q=D(p) S(p”) D(p”) D(p), S(p) Market price must rise towards p*.
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Market Equilibrium An example of calculating a market equilibrium when the market demand and supply curves are linear.
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Market Equilibrium Market demand Market supply p S(p) = c+dp p*
D(p) = a-bp q* D(p), S(p)
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Market Equilibrium What are the values of p* and q*? Market demand
Market supply p S(p) = c+dp What are the values of p* and q*? p* D(p) = a-bp q* D(p), S(p)
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Market Equilibrium At the equilibrium price p*, D(p*) = S(p*).
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Market Equilibrium At the equilibrium price p*, D(p*) = S(p*). That is,
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Market Equilibrium At the equilibrium price p*, D(p*) = S(p*). That is, which gives
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Market Equilibrium At the equilibrium price p*, D(p*) = S(p*). That is, which gives and
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Market Equilibrium Market demand Market supply p S(p) = c+dp
D(p) = a-bp D(p), S(p)
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Quantity Taxes What is the effect of a quantity tax on a market’s equilibrium? How are prices affected? How is the quantity traded affected? Who pays the tax? How are gains-to-trade altered?
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Quantity Taxes A tax rate t makes the price paid by buyers, pb, higher by t from the price received by sellers, ps.
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Quantity Taxes Even with a tax the market must clear.
I.e. quantity demanded by buyers at price pb must equal quantity supplied by sellers at price ps.
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Quantity Taxes and describe the market’s equilibrium.
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Quantity Taxes and describe the market’s equilibrium. Notice that these two conditions apply no matter if the tax is levied on sellers or on buyers.
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Quantity Taxes & Market Equilibrium
Who pays the tax of $t per unit traded? The division of the $t between buyers and sellers is the incidence of the tax.
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Quantity Taxes & Market Equilibrium
Market demand Market supply p pb pb pb p* ps qt q* D(p), S(p)
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Quantity Taxes & Market Equilibrium
Market demand Market supply p Tax paid by buyers pb pb pb p* ps qt q* D(p), S(p)
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Quantity Taxes & Market Equilibrium
Market demand Market supply p pb pb pb p* Tax paid by sellers ps qt q* D(p), S(p)
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Quantity Taxes & Market Equilibrium
Market demand Market supply p Tax paid by buyers pb pb pb p* Tax paid by sellers ps qt q* D(p), S(p)
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Tax Incidence and Own-Price Elasticities
The incidence of a quantity tax depends upon the own-price elasticities of demand and supply.
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Tax Incidence and Own-Price Elasticities
Around p = p* the own-price elasticity of demand is approximately
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Tax Incidence and Own-Price Elasticities
Around p = p* the own-price elasticity of demand is approximately
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Tax Incidence and Own-Price Elasticities
Around p = p* the own-price elasticity of supply is approximately
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Tax Incidence and Own-Price Elasticities
Around p = p* the own-price elasticity of supply is approximately
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Tax Incidence and Own-Price Elasticities
Market demand Market supply p Tax paid by buyers pb pb pb p* Tax paid by sellers ps qt q* D(p), S(p)
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Tax Incidence and Own-Price Elasticities
Market demand Market supply p Tax paid by buyers pb pb pb p* Tax paid by sellers ps qt q* D(p), S(p) Tax incidence =
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Tax Incidence and Own-Price Elasticities
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Tax Incidence and Own-Price Elasticities
So
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Tax Incidence and Own-Price Elasticities
Tax incidence is Nominator of LHS: part of tax passed along the consumer. Denominator of RHS: part of tax passed along the producer.
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Tax Incidence and Own-Price Elasticities
Tax incidence is Part of tax passed along the consumer is the smaller the more elastic D and the more inelastic S. Part of tax passed along the producer is the smaller the more elastic S and the more inelastic D.
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Deadweight Loss and Own-Price Elasticities
A quantity tax imposed on a competitive market reduces the quantity traded and so reduces gains-to-trade (i.e. the sum of Consumers’ and Producers’ Surpluses). The lost total surplus is the tax’s deadweight loss, or excess burden.
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Deadweight Loss and Own-Price Elasticities
Market demand Market supply p No tax p* q* D(p), S(p)
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Deadweight Loss and Own-Price Elasticities
Market demand Market supply p No tax CS p* q* D(p), S(p)
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Deadweight Loss and Own-Price Elasticities
Market demand Market supply p No tax p* PS q* D(p), S(p)
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Deadweight Loss and Own-Price Elasticities
Market demand Market supply p No tax CS p* PS q* D(p), S(p)
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Deadweight Loss and Own-Price Elasticities
Market demand Market supply p No tax CS p* PS q* D(p), S(p)
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Deadweight Loss and Own-Price Elasticities
Market demand Market supply p The tax reduces both CS and PS pb CS $t p* ps PS qt q* D(p), S(p)
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Deadweight Loss and Own-Price Elasticities
Market demand Market supply p The tax reduces both CS and PS, transfers surplus to government pb CS $t p* Tax ps PS qt q* D(p), S(p)
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Deadweight Loss and Own-Price Elasticities
Market demand Market supply p The tax reduces both CS and PS, transfers surplus to government pb CS $t p* Tax ps PS qt q* D(p), S(p)
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Deadweight Loss and Own-Price Elasticities
Market demand Market supply p The tax reduces both CS and PS, transfers surplus to government pb CS $t p* Tax ps PS qt q* D(p), S(p)
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Deadweight Loss and Own-Price Elasticities
Market demand Market supply p The tax reduces both CS and PS, transfers surplus to government, and lowers total surplus. pb CS $t p* Tax ps PS qt q* D(p), S(p)
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Deadweight Loss and Own-Price Elasticities
Market demand Market supply p pb CS $t p* Tax ps PS Deadweight loss qt q* D(p), S(p)
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Deadweight Loss and Own-Price Elasticities
Market demand Market supply p pb $t p* ps Deadweight loss qt q* D(p), S(p)
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