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rational spending rule
the tendency for the additional utility gained from consuming an additional unit of a good to diminish as consumption increases beyond some point
rational spending
spending should be allocated across goods so that the marginal utility per dollar is the same for each good
consumer surplus
difference between a buyer’s reservation price for a product and the price actually paid
accounting profit
total revenue-explicit cost
economic profit
total revenue-explicit cost-implicit cost
normal profit
accounting-economic profit
allocative function of price
changes in prices direct resources away from overcrowded markets and toward markets that are underserved
invisible hand theory
Adam Smith’s theory that the actions of independent, self-interested buyers and sellers will often result in the most efficient allocation of resources
pure monopoly
the only supplier of a unique product with no close substitute
monopolistic competition
industry structure in which a large number of firms produce slightly differentiated products that are reasonably close substitutes for one another
oligopoly
an industry structure in which a small number of large firms produce products that are either close or perfect substitutes
natural monopoly
monopoly that results from economies of scale (increasing returns to scale)
When a monopolist is charging every consumer their specific reservation price, we refer to it as:
perfect price discrimination
Because firms with higher opportunity costs/marginal costs can produce as prices rise, the Supply Curve tends to be:
upward sloping
in the long run we expect economic profit to be
0
no one can be made better off without making someone else worse off. We describe this situation as:
pareto efficient
A game will always have at least _ Nash Equilibria
1
A game modelling oligopoly where two or more firms simultaneously set their output quantities is called:
Cournot competition
A game modelling oligopoly where two or more firms simultaneously set their prices is called:
bertrand competition
Mathematically, the key to solving oligopoly competition is finding each firm's:
best response function