When all firms produce more/less; or firms enter or exit an industry, this affects the equilibrium market price
Think about basic supply & demand graphs:
How large this change in price will be from entry/exit depends on industry-wide costs and external economies
Economies of scale are internal to the firm (a firm's own average cost curve)
External economies have to do with how the size of the entire industry affects all individual firm's costs
Constant cost industry has no external economies, no change in costs as industry output increases (firms enter & incumbents produce more)
A perfectly elastic long-run industry supply curve!
Determinants:
Examples: toothpicks, domain name registration, waitstaff
Industry equilibrium: firms earning normal π=0,p=MC(q)=AC(q)
Exogenous increase in market demand
Short run (A→B): industry reaches new equilibrium
Firms charge higher p∗, produce more q∗, earn π
Long run (B→C): profit attracts entry ⟹ industry supply increases
No change in costs to firms in industry, firms enter until π=0 at p=AC(q)
Firms must charge original p∗, return to original q∗, earn π=0
Increasing cost industry has external _dis_economies, costs rise for all firms in the industry as industry output increases (firms enter & incumbents produce more)
An upward sloping long-run industry supply curve!
Determinants:
Examples: oil, mining, particle physics
Industry equilibrium: firms earning normal π=0,p=MC(q)=AC(q)
Exogenous increase in market demand
Short run (A→B): industry reaches new equilibrium
Firms charge higher p∗, produce more q∗, earn π
Long run: profit attracts entry ⟹ industry supply will increase
But more production increases costs (MC,AC) for all firms in industry
Long run (B→C): firms enter until π=0 at p=AC(q)
Firms charge higher p∗, producer lower q∗, earn π=0
Decreasing cost industry has external economies, costs fall for all firms in the industry as industry output increases (firms enter & incumbents produce more)
A downward sloping long-run industry supply curve!
Determinants:
Examples: geographic clusters, public utilities, infrastructure, entertainment
Tends towards "natural" monopoly
Industry equilibrium: firms earning normal π=0,p=MC(q)=AC(q)
Exogenous increase in market demand
Short run (A→B): industry reaches new equilibrium
Firms charge higher p∗, produce more q∗, earn π
Long run: profit attracts entry ⟹ industry supply will increase
But more production lowers costs (MC,AC) for all firms in industry
Long run (B→C): firms enter until π=0 at p=AC(q)
Firms charge higher p∗, producer lower q∗, earn π=0
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When all firms produce more/less; or firms enter or exit an industry, this affects the equilibrium market price
Think about basic supply & demand graphs:
How large this change in price will be from entry/exit depends on industry-wide costs and external economies
Economies of scale are internal to the firm (a firm's own average cost curve)
External economies have to do with how the size of the entire industry affects all individual firm's costs
Constant cost industry has no external economies, no change in costs as industry output increases (firms enter & incumbents produce more)
A perfectly elastic long-run industry supply curve!
Determinants:
Examples: toothpicks, domain name registration, waitstaff
Industry equilibrium: firms earning normal π=0,p=MC(q)=AC(q)
Exogenous increase in market demand
Short run (A→B): industry reaches new equilibrium
Firms charge higher p∗, produce more q∗, earn π
Long run (B→C): profit attracts entry ⟹ industry supply increases
No change in costs to firms in industry, firms enter until π=0 at p=AC(q)
Firms must charge original p∗, return to original q∗, earn π=0
Increasing cost industry has external _dis_economies, costs rise for all firms in the industry as industry output increases (firms enter & incumbents produce more)
An upward sloping long-run industry supply curve!
Determinants:
Examples: oil, mining, particle physics
Industry equilibrium: firms earning normal π=0,p=MC(q)=AC(q)
Exogenous increase in market demand
Short run (A→B): industry reaches new equilibrium
Firms charge higher p∗, produce more q∗, earn π
Long run: profit attracts entry ⟹ industry supply will increase
But more production increases costs (MC,AC) for all firms in industry
Long run (B→C): firms enter until π=0 at p=AC(q)
Firms charge higher p∗, producer lower q∗, earn π=0
Decreasing cost industry has external economies, costs fall for all firms in the industry as industry output increases (firms enter & incumbents produce more)
A downward sloping long-run industry supply curve!
Determinants:
Examples: geographic clusters, public utilities, infrastructure, entertainment
Tends towards "natural" monopoly
Industry equilibrium: firms earning normal π=0,p=MC(q)=AC(q)
Exogenous increase in market demand
Short run (A→B): industry reaches new equilibrium
Firms charge higher p∗, produce more q∗, earn π
Long run: profit attracts entry ⟹ industry supply will increase
But more production lowers costs (MC,AC) for all firms in industry
Long run (B→C): firms enter until π=0 at p=AC(q)
Firms charge higher p∗, producer lower q∗, earn π=0