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Economics
Interactive visualization of the short-run to long-run adjustment under monopoly and monopolistic competition. Watch entry and exit shift the demand curve in monopolistic competition until P=ATC, while monopoly maintains profit behind barriers to entry. Apply MR=MC to find Q*, track the profit rectangle, and identify the LR tangency and excess capacity.
Market Structure
Initial Scenario
Once Q* is found, the firm reads P* off the demand curve at Q*:
P* = a − b × Q* (where a is demand intercept, b is slope)
Economic profit per period:
π = (P* − ATC*) × Q*
Positive when P* > ATC* — green rectangle
Zero when P* = ATC* — break-even
Negative when P* < ATC* — red rectangle (loss)
Barriers to entry prevent new competition:
Demand curve is stable — no leftward shift from entry
If π > 0 in SR, it persists in LR (no adjustment mechanism)
If π < 0 in SR, firm considers shutdown vs. continue at a loss
Shutdown rule: continue if P ≥ AVC (covers variable costs)
No LR tangency condition — ATC does not have to touch demand
Free entry and exit act as the equilibrating force:
SR profit (P > ATC) → new firms enter → individual demand shifts LEFT → demand becomes more elastic
SR loss (P < ATC) → firms exit → remaining demand shifts RIGHT
Adjustment continues until:
P = ATC (zero economic profit)
Demand curve is exactly tangent to ATC
MR = MC still holds at the same Q*
At LR equilibrium for monopolistic competition:
The slope of demand = slope of ATC (tangency, not intersection)
This guarantees P = ATC and MR = MC simultaneously
Q_LR < Q at minimum ATC → excess capacity exists
Q_min = sqrt(Fixed Costs / atc_slope)
LR Q* for MC is always below Q_min
Excess capacity = Q_min − Q*_LR
Society pays a higher price for variety (product differentiation)
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