How do producers decide:
Answers to these questions are building blocks for supply curves
Nearly all goods must be produced before we can exchange and consume them
Consumption is the destruction of value to gain utility
Production is the creation of value, by transforming lower-valued goods (resources, inputs, etc) into higher-valued goods (outputs, consumer products, etc)
In modern market economies, most production takes place in a legal organization known as the firm
It does not have to be this way, and for most of history it was not this way
Firms exist in the way they do because they are an efficient response to particular problems of economic organization
For now, we'll sidestep this interesting issue, you can take my Industrial Organization course next semester to learn more!
We'll assume "the firm" is the agent to model:
So what do firms do?
How would we set up an optimization model:
Choose: < some alternative >
In order to maximize: < some objective >
Subject to: < some constraints >
Firms convert some goods to other goods:
Inputs: x1,x2,⋯,xn
Firms convert some goods to other goods:
Inputs: x1,x2,⋯,xn
Output:1 q
1 For simplicity, we assume a firm produces a single product.
The production function
The production algorithm
q=f(t,l,k,e,a)
Factor | Owned By | Earns |
---|---|---|
Land (t) | Landowners | Rent |
Labor (l) | Laborers | Wages |
Capital (k) | Capitalists | Interest |
Entrepreneurship (e) | Entrepreneurs | Profit |
q=f(l,k)
Factor | Owned By | Earns |
---|---|---|
Labor (l) | Laborers | Wages |
Capital (k) | Capitalists | Interest |
We will assume firms maximize profit (π)
Not true for all firms
Even profit-seeking firms may also want to maximize additional things
In economics, profit is simply benefits minus (opportunity) costs
Suppose a firm sells output q at a price p
In economics, profit is simply benefits minus (opportunity) costs
Suppose a firm sells output q at a price p
In economics, profit is simply benefits minus (opportunity) costs
Suppose a firm sells output q at a price p
It can buy each input xi at an associated price pi
The profit of selling q units and using inputs l,k is: π=pq⏟revenues−(wl+rk)⏟costs
π=pq⏟revenues−(wl+rk)⏟costs
The firm's costs are all of the factor-owner's incomes!
Profits are the residual value leftover after paying all factors
Profits are income for the residual claimant(s) of the production process (i.e. owner(s) of a firm):
π=pq⏟revenues−(wl+rk)⏟costs
Residual claimants have incentives to maximize firm's profits, as this maximizes their own income
Entrepreneurs and shareholders are the only participants in production that are not guaranteed an income!
While the largest category of firms have a sole proprietor, corporations have many owners (shareholders)
Many owners cannot possibly coordinate production: choose managers to run day-to-day production in exchange for a salary
One of the key differences in modern large firms is the separation of ownership and control
Principal-Agent problem: owners and agents may have different incentives
Maximizing different things!
In markets, production must face the profit test:
Profits are an indication that value is being created for society
Losses are an indication that value is being destroyed for society
Survival for sellers in markets requires firms continually create value and earn profits or die
Choose: < some alternative >
In order to maximize: < profits >
Subject to: < technology >
What do firms choose? (Not an easy answer)
Prices?
Essential question: how competitive is a market? This will influence what firms (can) do
Begin with one extreme case: "perfect competition"
Appropriate for settings with many firms, each small relative to market
After we find firm's optimal decisions in this market (and have Exam 2), we will then finally look at market equilibrium
Put Supply and Demand together
Discuss how markets work, why they are good and efficient, and when they are not a good idea
Examine another extreme case: monopoly of a single seller
More realistic "imperfect competition": models of monopolistic competition and oligopoly
In all of these cases, firms can choose both output q∗ and price p∗ to maximize π
How do producers decide:
Answers to these questions are building blocks for supply curves
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