Think Like a Monopolist

📖 Your Business

You've launched — a quirky novelty item gaining cult popularity! As the only seller in town, you have monopoly power. Your challenge: find the output level that maximizes your profit.

📊 Market Conditions

🎯 Your Optimization Problem

Set MR = MC to find Q*. Then read P* off the demand curve.

Set MR = MC
Solve for Q*
Find P* from the demand curve

Write down your answer, then test it with the slider!

🎚️ Set Your Output Level

Quantity to Produce:

0.0 units

✅ At Optimal Q*! Profit is maximized here.

Show Marginal Revenue curve Show Optimal Solution (Q*, P*)

Market Outcomes

Detailed Market Values
Measure	Value
Quantity (Q)	—
Price (P)	—
Marginal Revenue	—
Marginal Cost	—
Total Revenue	—
Total Cost	—
Profit (TR − TC)	—
Optimal Q*	—
Optimal P*	—
Competitive Q_c	—

💡 Key Insight

The monopolist restricts output below the competitive level to keep price above marginal cost. This creates deadweight loss — trades that would benefit both buyer and seller don't happen.

Consumer Surplus

Producer Surplus

Deadweight Loss

Demand

💭 Think About It

How does the monopolist's optimal Q differ from the competitive Q?
Why is MR < P for the monopolist but MR = P for a competitive firm?
What does the deadweight loss triangle represent economically?
What happens to consumer surplus as the monopolist raises price?

⚡ Think Like a Monopolist

Choose Your Product:

💭 Think About It