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price-consumption curve
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a line through bundles at each price of one good (X) when the price of the other good (Y) and the budget are held constant
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Engel Curve (Normal Good)
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as income goes up, you buy more goods
positive slope
positive slope
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income-consumption curve
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shows how consumption of both goods change when income changes while prices are help constant
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engel curve (inferior good)
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negative slope
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substitution affect
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the change in quantity demanded that is caused by substituting one good for another (move along the same indifference curve)
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with substitutes, if the price of X falls...........
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substitute more of good X for less of good Y
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with substitutes, if the price of X rises............
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substitute more of good Y for less of good X
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income effect
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the change in the quantity demanded due to a change in income (move to a new indifference curve)
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total effect from price change
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substitution effect + income effect
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budget constraint
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causes line to become steeper and pivot in
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short-run costs
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capital is fixed and labor is variable (can't change all inputs)
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long-run costs
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all inputs are variable and can be changed
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inputs
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capital and labor
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opportunity cost
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value of the best alternative use of a resource
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variable cost (VC)
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a production expense that changes with the quantity of output produced
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Fixed cost (FC)
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production expense that does not vary with output
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total cost
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variable cost + fixed cost
TC=wL+rK
TC=wL+rK
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sunk cost
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a past expenditure that cannot be recovered
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Marginal cost (MC)
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the amount by which a firm's cost changes if the firm produces one more unit of output
MC= change in total cost / change in output
MC= change in total cost / change in output
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average fixed costs (AFC)
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fixed cost / units of output produced
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average variable cost (AVC)
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variable cost / units of output produced
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average total cost (AC)
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total cost / units of output produced
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isocost line
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all the combinations of inputs that require the same (iso) total expenditure (cost)
TC= wL+rK
TC= wL+rK
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isoquants
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a curve that shows the efficient combinations of labor and capital that can product a single level of output
q= f(L,K)
q= f(L,K)
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inelastic price of demand
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not responsive
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elastic price of demand
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responsive
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increasing returns of scale
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if you double inputs and output more than doubles
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decreasing returns to scale
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if you double inputs and output less than doubles
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constant returns to scale
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if you double inputs and outputs exactly doubles
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total revenue
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price x quantity
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elasticity
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compares the impact of price change
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price elasticity of supply
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measures responsiveness of quantity supplied to price changes
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price elasticity of demand formula
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percentage change in Q^d / percentage change in P
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elastic demand
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a higher price reduces revenue
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inelastic demand
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a higher price increases revenue
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perfectly elastic
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horizontal demand curve (a increase in price causes an infinite change in quantity demanded)
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perfectly inelastic
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vertical demand curve (a change in the price does not cause change in the quantity demanded)
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price elasticity of supply formula
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% change in quantity supplied / % change in price
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normal goods
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positive income elasticity (includes necessary and luxury goods)
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luxury goods
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goods that we splurge on (income goes up 1%, buys 3%)
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inferior goods
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negative income elasticity (as income goes up, you buy less)
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necessary goods
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saving on these goods to buy the luxury goods (income goes up 2%, buys 1% of these goods)
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cross-price elasticity of demand
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measures the response of demand for one good to changes in the price of another good
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cross-price elasticity of demand formula
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% change in quantity of X demanded / % change in price of Y
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cross price substitutes
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positive
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cross price complements
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negative
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production function
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shows the relationship between inputs and output, given current technology
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production function formula
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Q=f(K,L)
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marginal product of labor
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the change in total output, resulting from using an extra unit of labor holding other factors constant
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marginal product of labor formula
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MPL=(change in Q)/(change in L)
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average product of labor (APL)
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the ratio of output, q, to the number of workers, L, used to produce that output
Q/L
Q/L
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marginal rate of technical substitution (MRTS)
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the rate at which one input (capital) can be exchanged for another input (labor) without changing the total level of output produced
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marginal rat of technical substitution (MRTS) formula
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change in capital(K) / change in labor(L)
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isoquant slope
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ΔK/ΔL = -[MP(L)/MP(K)]