Chapter 16: Monopolistic Competition

Many firms, differentiated products, free entry — a hybrid of monopoly and competition

Between Monopoly and Perfect Competition

Walk into a bookstore. There are thousands of books to choose from, and anyone can write and publish one. That sounds competitive. But each book is unique — no one else sells exactly this novel — so the publisher has some latitude to set its price. A hardcover sells for around $25 even though the marginal cost of printing one more copy is under $5. That's not how a perfectly competitive market behaves.

The market for books is monopolistically competitive: a little bit monopoly, a little bit competition. Mankiw defines this market structure by three attributes.

1. Many

Many Sellers

Lots of firms compete for the same group of customers — novels, restaurants, clothing brands, board games, piano teachers.

2. Different

Differentiated Products

Each firm's product is slightly different from the others. Because of that, each firm faces its own downward-sloping demand curve — not a horizontal one.

3. Free

Free Entry and Exit

Firms can enter the industry when profits are positive and leave when profits are negative. Over time, this adjustment drives economic profit to zero — exactly like in perfect competition.

Compare the four market structures. How many firms? If one, monopoly. If a few, oligopoly (Ch 17). If many with identical products, perfect competition (Ch 14). If many with differentiated products — that's the world we live in now.
Market Structure # of Firms Products Example
Monopoly 1 unique tap water
Oligopoly few similar or identical tennis balls
Monopolistic comp. many differentiated novels, restaurants
Perfect competition many identical wheat, milk

The Short Run: Acts Like a Mini-Monopoly

In the short run, a monopolistically competitive firm is basically a miniature monopolist. Because its product is differentiated, it faces its own downward-sloping demand curve. That means the exact same math you used for monopoly carries over: MR < P, and the profit-maximizing quantity is where MR = MC.

Step 1 — Find Q Set MR = MC, solve for Q
Step 2 — Find P Plug Q into the demand curve
Step 3 — Profit π = (P − ATC) × Q

If the chosen price is above ATC at that quantity, the firm earns a short-run economic profit. If price is below ATC, it takes losses. Either situation is possible in the short run — the diagram looks just like a monopoly's, except the demand curve is the demand for this one firm's version of the product, not the whole market.

Short-run profit: exactly like a monopoly diagram. Q where MR = MC, read P off demand, profit = (P − ATC) × Q. Losses look identical, just with ATC above P.

The Long Run: Entry Drives Profit to Zero

Here's where monopolistic competition parts ways with monopoly. A monopoly can keep earning profits forever because barriers to entry keep competitors out. A monopolistically competitive firm has no such protection. If firms are earning profits, new firms will enter — they'll introduce their own slightly different versions of the product.

Every new competitor steals some customers from incumbents. Each firm's demand curve shifts left. Entry continues until the typical firm's profit is driven to zero. Conversely, if firms are taking losses, some exit, demand for each survivor rises, and losses shrink back toward zero.

Long-run condition: the firm's demand curve is tangent to its average total cost curve. They just barely touch — they don't cross. If they crossed, there'd be a range of Q where P > ATC and profit would be positive, which means more firms would enter. Tangency is the only stable resting point.

Long-run equilibrium: the demand curve just touches ATC at the profit-max Q. P = ATC, so profit is zero. MR still crosses MC at the same quantity.

Two things to notice in the long run:

From the monopoly side P > MC downward-sloping D still means MR < P
From the competition side P = ATC free entry drives profit to zero

Excess Capacity and the Markup

Even though long-run profit is zero in both monopolistic and perfect competition, the two outcomes look very different up close. Two gaps stand out.

1. Excess Capacity

In perfect competition, long-run entry pushes each firm all the way down to the minimum of its ATC curve — the efficient scale. In monopolistic competition, the tangency between D and ATC happens on the downward-sloping part of ATC, to the left of the minimum.

A monopolistically competitive firm is therefore always running with excess capacity: if it produced a bit more, its average cost would fall. But it doesn't, because selling that extra output would require cutting price (demand slopes down) on every unit, which is not profit-maximizing.

2. Markup over Marginal Cost

Perfect competition gives you P = MC. Monopolistic competition gives you P > MC. That gap — the markup — exists because the firm has a tiny bit of market power from its differentiated product.

Markup = P − MC > 0 (monopolistic), = 0 (perfect)

Mankiw has a nice quip: "monopolistically competitive markets are those in which sellers send Christmas cards to the buyers." A perfectly competitive firm doesn't care whether one more customer walks through the door — each unit just earns zero marginal profit. A monopolistically competitive firm is always happy to sell one more unit at the posted price, because P > MC means that extra sale is a real win.

Monopolistic competition (left) produces below the efficient scale (excess capacity) and charges P > MC (markup). Perfect competition (right) produces at minimum ATC and sets P = MC.

Is This Efficient?

Monopolistically competitive markets don't achieve the efficient outcome of perfect competition. P > MC means some consumers who value the good above its marginal cost still don't buy it — the standard deadweight loss of monopoly pricing. And the number of firms (and therefore the variety of products) could be too large or too small relative to the social optimum.

But don't rush to regulate. Forcing firms to price at MC would create losses (since P must cover ATC in the long run, not just MC). The government would have to subsidize every monopolistically competitive firm — restaurants, book publishers, clothing brands, piano teachers. That's impractical. Mankiw's conclusion: the inefficiencies are subtle, the fixes are costly, and live-and-let-live is usually the right policy.

Advertising

Because products are differentiated and prices exceed marginal cost, every monopolistically competitive firm has an incentive to advertise — an extra customer is genuinely profitable. That's why cereal, soda, and clothing brands spend 10–20% of revenue on ads, while wheat farmers and salt miners spend nothing.

Is advertising good or bad for society? Economists have argued both sides for decades.

The Critique The Defense
What ads do Manipulate tastes, create wants, build irrational brand loyalty Provide real information (prices, availability, new products)
Effect on competition Impede it — buyers become less price-sensitive, markups rise Foster it — informed buyers shop around, markups fall
Effect on prices Higher (less elastic demand) Lower (easier to find the cheap seller)
Empirical evidence: economist Lee Benham (1972) compared states that allowed eyeglass advertising to states that banned it. Eyeglass prices were more than 20% lower where advertising was allowed. A similar study of liquor prices after Rhode Island's ad ban was struck down found the same result. On balance, policymakers have come around to the view that advertising makes markets more competitive.

Advertising as a Signal

What about the ads that don't seem to say anything — George Clooney holding an espresso machine, a celebrity smiling at a watch? Mankiw's signaling story says the expense is the message. A firm that knows its product is good is willing to spend a lot on advertising because it expects repeat business. A firm with a bad product isn't, because the ad spend won't be recouped. So the willingness to waste money on ads is itself a rational signal of product quality — even when the ad contains no literal information.

Brand Names

Brand names run on the same logic. Critics say they're an irrational surcharge for a product that's basically identical to the generic. Defenders say brands give consumers reliable information about quality and give firms a reputation to protect — if a McDonald's in a strange city makes you sick, the reputational damage spreads to every other McDonald's, so the chain has a powerful incentive to keep quality up. Without brands, each local restaurant would have much weaker incentives to police itself.

Key Takeaways

  • Three defining features: many sellers, differentiated products, free entry and exit. Books, restaurants, clothing, piano lessons — the world around you.
  • Short run = mini-monopoly. Downward-sloping demand, MR < P, profit-max at MR = MC, read P off demand. Profits or losses possible.
  • Long run = zero profit by entry/exit. Demand shifts left as new firms enter (or right as losers exit) until demand is tangent to ATC. P = ATC, profit = 0.
  • P > MC still holds in the long run. The markup never disappears because the demand curve still slopes down. P = ATC ≠ MC (unlike perfect competition).
  • Excess capacity. The tangency is on the downward- sloping part of ATC, so firms produce below the efficient scale. They could lower ATC by making more — but won't, because it would require cutting price.
  • Advertising is a feature, not a bug. Because P > MC, every extra customer is profitable, so ads pay. Debate: manipulation vs information. Evidence generally favors information/competition.
  • Brand names provide quality signals and give firms a reputation to protect. Imperfect, but usually better than generic-only.