Any firm with market power seeks to maximize profits
Wants to (1st) create a surplus
Any firm with market power seeks to maximize profits
Wants to (1st) create a surplus and then extract some of it as profit
Consumers are still better off than without the firm because it creates value (consumer surplus)
William Nordhaus
(1941-)
Economics Nobel 2018
"We conclude that [about 2.2%] of the social returns from technological advances over the 1948-2001 period was captured by producers, indicating that most of the benefits of technological change are passed on to consumers rather than captured by producers," (p.1)
Nordhaus, William, 2004, "Schumpeterian Profits in the American Economy: Theory and Measurement," NBER Working Paper 10433
The most obvious way to capture more surplus is to raise prices
Instead, if firm could charge different customers with different WTP different prices, firm could convert more consumer surplus into profit
"Price discrimination" or "Variable pricing"
1: Firm must have market power
1: Firm must have market power
2: Firms must be able to prevent resale or arbitrage
Firm must acquire information about the variations in its customers' demands
Can the firm identify consumers' demands before they buy the product?
With perfect information \(\implies\) Perfect or 1st-degree price discrimination
Charge a different price to each customer (their max WTP)
With imperfect information \(\implies\) 3rd-degree price discrimination
Separate customers into groups (by demand differences) and charge each group a different price
If firm has perfect information about every customer's demand before purchase:
Perfect or 1st-degree price discrimination: firm charges each customer their maximum willingness to pay
Firm converts all consumer surplus into profit!
Produces the competitive amount (8)
Firms almost never have perfect information about their customers
But they can often separate customers by observable characteristics into different groups that have similar demands before purchasing
Firms segment the market or engage in 3rd-degree price discrimination by charging different prices to different groups of customers
By far the most common type of price-discrimination
Business Travelers (Less Elastic)
Vacationers (More Elastic)
Business Travelers (Less Elastic)
Vacationers (More Elastic)
Business Travelers (Less Elastic)
Vacationers (More Elastic)
Example: Suppose you run a bar in downtown Frederick, and estimate the demands for beer from undergraduates \((U)\) and graduates \((G)\) to be:
$$\begin{align*} q_U&=18-4p_U\\ q_G&=12-p_G\\ \end{align*}$$
Assume the only cost of producing drinks is a constant marginal (and average) cost of $2.
If your bar could not price discriminate, how much profit would the bar earn?
If you could price discriminate, how much profit would the bar earn?
Example: Promoters of a major college basketball tournament estimate that the demand for tickets for adults \((A)\) and students \((S)\) are given by:
$$\begin{align*} q_A&=5,000-10p_A\\ q_S&=10,000-100p_S\\ \end{align*}$$
Assume a constant marginal (and average) cost of $10/seat.
If the organizers charged a single price, how much profit would the tournament earn?
If the organizers segment the market and charge adults and students different prices, how much profit would the tournament earn?
How much should each segment be charged?
Firm treats each segment as a different market (set \(MR(q)=MC(q)\) and then raise price to max WTP)
Lerner index implies optimal markup for each segment, again: $$\underbrace{\frac{p-MC(q)}{p}}_{Markup}=-\frac{1}{\epsilon}$$
By customer characteristics
Past purchase behavior
By location
If firm cannot identify customers' demands or types before purchase
Indirect or 2nd-degree price discrimination: firm offers difference price-quantity bundles and allows customers self-select their offer
Ex: quantity-discounts or block pricing
Ideal competitive market, \(q^c\) where \(p^c=MC\)
A pure monopolist would produce less \(q^m\) at higher \(p^m\)
Transfer of some surplus from consumers to producers
A price-discriminating monopolist transfers MORE surplus from consumers to producers
But encourages monopolist to produce more than the pure monopoly level and reduce deadweight loss!
Price-discrimination creates incentives for innovation and risk-taking
Firms with high fixed costs of investment earn great profits, can recover their fixed costs
Might not do so without ability to price-discriminate
As with markups in general, price discrimination has everything to do with price elasticity of demand
If you are paying too much and losing consumer surplus, the real "problem" is that your demand is very inelastic
If you want to pay less, buy generic (more elastic)
Firms often tie multiple goods together, where you must buy both goods in order to consume the product
This is actually a method of intertemporal price-discrimination!
Companies often sell printers at marginal cost (no markup) and sell the ink/refills at a much higher markup
Reduce arbitrage:
High-volume users: buy more ink over time; pay more per sheet printed
Low-volume users: buy less ink; pay less per sheet printed
Again, a tradeoff between benefits and costs:
Increased profits and reduced consumer surplus, reduced deadweight loss
Spreads fixed cost of research & development over more users
If printers & ink were not tied:
High-volume users would keep buying ink and save money (vs. tied)
Low-volume users might not buy the (now expensive) printer at all!
Firms often bundle products together as a single package, and refuse to offer individual parts of the package
Often, consumers do not want all products in the bundle
Or, if they were able to buy just part of the bundle, they would not buy the other parts
Example: Consider two consumers, each have different reservation prices to buy components in Microsoft Office bundle
Amy's WTP | Ben's WTP | |
---|---|---|
MS Word | $70 | $40 |
MS Excel | $50 | $60 |
Example: Consider two consumers, each have different reservation prices to buy components in Microsoft Office bundle
Amy's WTP | Ben's WTP | |
---|---|---|
MS Word | $70 | $40 |
MS Excel | $50 | $60 |
Microsoft could charge separate prices for MS Word and MS Excel
MS Word: both would buy at $40, generating $80 of revenues
Example: Consider two consumers, each have different reservation prices to buy components in Microsoft Office bundle
Amy's WTP | Ben's WTP | |
---|---|---|
MS Word | $70 | $40 |
MS Excel | $50 | $60 |
Microsoft could charge separate prices for MS Word and MS Excel
MS Word: both would buy at $40, generating $80 of revenues
MS Excel: both would buy at $50, generating $100 of revenues
Example: Consider two consumers, each have different reservation prices to buy components in Microsoft Office bundle
Amy's WTP | Ben's WTP | |
---|---|---|
MS Word | $70 | $40 |
MS Excel | $50 | $60 |
Microsoft could charge separate prices for MS Word and MS Excel
MS Word: both would buy at $40, generating $80 of revenues
MS Excel: both would buy at $50, generating $100 of revenues
Total revenues of individual sales: $180
Example: Consider two consumers, each have different reservation prices to buy components in Microsoft Office bundle
Amy's WTP | Ben's WTP | |
---|---|---|
MS Word | $70 | $40 |
MS Excel | $50 | $60 |
Bundle | $120 | $100 |
Microsoft could charge separate prices for MS Word and MS Excel
MS Word: both would buy at $40, generating $80 of revenues
MS Excel: both would buy at $50, generating $100 of revenues
Total revenues of individual sales: $180
Microsoft can instead add their individual reservation prices and bundle products together to force both consumers to buy both products
Bundle: both would buy at $100, generating $200 revenue
Again, a tradeoff between benefits and costs:
Increased profits and reduced consumer surplus, reduced deadweight loss
Spreads fixed cost of research & development over more users
Goods with high fixed costs and low marginal costs (software, TV, music) increase profits from bundling
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