AP Microeconomics Formula Chart Review

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These flashcards cover formulas and key conceptual terms for AP Microeconomics Units 2 through 5, including supply and demand elasticity, production markets, costs, resource markets, and government externalities.

Last updated 1:17 AM on 5/3/26
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46 Terms

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Total Revenue

price×quantity\text{price} \times \text{quantity}

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Coefficient of price elasticity of demand

%Δquantity demanded%Δprice\frac{\% \, \Delta \, \text{quantity demanded}}{\% \, \Delta \, \text{price}}

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Elastic demand

\text{Coefficient} > 1; Price and Total Revenue move in opposite directions.

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Inelastic demand

\text{Coefficient} < 1; Price and Total Revenue move in the same direction.

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Unit elastic demand

Coefficient=1\text{Coefficient} = 1

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Perfectly elastic demand

Coefficient=\text{Coefficient} = \infty

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Perfectly inelastic demand

Coefficient=0\text{Coefficient} = 0

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Cross elasticity of demand

%Δquantity of 1st item%Δprice of 2nd item\frac{\% \, \Delta \, \text{quantity of 1st item}}{\% \, \Delta \, \text{price of 2nd item}}

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Substitute goods

Items for which the cross elasticity coefficient is positive.

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Complementary goods

Items for which the cross elasticity coefficient is negative.

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Income elasticity of demand

%Δquantity%Δincome\frac{\% \, \Delta \, \text{quantity}}{\% \, \Delta \, \text{income}}

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Normal good

A good with a positive income elasticity coefficient.

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Inferior good

A good with a negative income elasticity coefficient.

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Supply elasticity

%Δquantity supplied%Δprice\frac{\% \, \Delta \, \text{quantity supplied}}{\% \, \Delta \, \text{price}}

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Tax Revenue

(Price w/tax–price seller receives)×Quantity(\text{Price w/tax} – \text{price seller receives}) \times \text{Quantity}

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Average Revenue

TRQ output\frac{TR}{Q \text{ output}}

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Marginal Revenue (MR)

ΔTRΔQ output\frac{\Delta TR}{\Delta Q \text{ output}}

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Price Taker (Individual Seller)

In perfect competition, the individual seller's price equals the market price (MR=price (demand)MR = \text{price (demand)}).

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Price Maker (Individual Seller)

In imperfect competition, the individual seller is the market (MR < \text{price (Demand)}).

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Total Cost (TC)

Total fixed cost+Total average cost\text{Total fixed cost} + \text{Total average cost} or unit cost×quantity output\text{unit cost} \times \text{quantity output}

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Average Fixed Cost (AFC)

TFCQ output\frac{TFC}{Q \text{ output}}

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Average Variable Cost (AVC)

TVCQ output\frac{TVC}{Q \text{ output}}

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Average Total Cost (ATC)

TCQ output\frac{TC}{Q \text{ output}} or AFC+AVCAFC + AVC

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Marginal Cost (MC)

ΔTCΔQ output\frac{\Delta TC}{\Delta Q \text{ output}}

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Average Product

Total productQ input\frac{\text{Total product}}{Q \text{ input}}

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Marginal Product (MP)

ΔTPΔQ input\frac{\Delta TP}{\Delta Q \text{ input}}

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Utility Maximization Rule

Marginal Utility of Good AUnit cost of A=Marginal Utility of Good BUnit cost of B\frac{\text{Marginal Utility of Good A}}{\text{Unit cost of A}} = \frac{\text{Marginal Utility of Good B}}{\text{Unit cost of B}}

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Profit Maximization Rule (All Markets)

MR=MCMR = MC (Marginal Revenue equals Marginal Cost)

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Marginal Revenue Product (MRP)

ΔTRΔQ of resource\frac{\Delta TR}{\Delta Q \text{ of resource}}

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Marginal Resource Cost (MRC)

ΔT resource CΔQ of resource\frac{\Delta \text{T resource C}}{\Delta Q \text{ of resource}} (aka Marginal Factor Cost)

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Monopsony

A wage maker situation where wage is determined by MRP=MRCMRP = MRC at the labor supply curve, and MRC lies above the S curve.

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Negative Production Externality

Overallocation where Social cost > private cost; example: pollution; fix: taxes, regulations.

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Positive Production Externality

Underallocation where Social cost < private cost; example: technology; fix: subsidies, regulations.

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Negative Consumption Externality

Overallocation where Social benefit < private benefit; examples: cigarettes, alcohol; fix: taxes, regulations.

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Positive Consumption Externality

Underallocation where Social benefit > private benefit; examples: education, vaccines; fix: taxes, subsidies or regulations.

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Least Cost Rule

Marginal product of laborUnit price of labor=Marginal product of capitalUnit price of capital\frac{\text{Marginal product of labor}}{\text{Unit price of labor}} = \frac{\text{Marginal product of capital}}{\text{Unit price of capital}}

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Profit Maximization Rule (Multiple Resources)

Marginal product of laborUnit price of labor=Marginal product of capitalUnit price of capital=1\frac{\text{Marginal product of labor}}{\text{Unit price of labor}} = \frac{\text{Marginal product of capital}}{\text{Unit price of capital}} = 1

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Market Equilibrium

MPC=MPBMPC = MPB (Marginal Private Cost equals Marginal Private Benefit)

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Costs

Use marginal cost to determine the quantity to produce. Use ATC to calculate profit

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Perfect competition

In the product market, MR is horizontal because firms are price takers

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Shut down rule

Firms should shut down if the price falls below the AVC

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Monopolies

Price is higher and the output is lower than the competitive markets causing dead weight loss

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Factor Markets

In competitive markets, marginal factor cost is horizontal because firms are wage takers

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Government Regulation

Lump sum tax does not change the quantity because it only affects the fixed cost

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Negative externalities

Too much output is made because the MSC is greater than the MPC

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Positive externalities

Too little output is made because the MSB is greater than MPB