Final exam Flashcards
weak axiom of revealed preferences
if x was chosen when y was also available, y was never chosen when x was also available
convex preferences
abs value of MRS decreases as q1 increases, q2 decreases
Perfect Substitutes
MRS is constant, consumer spends all budget on good with highest marginal U per dollar
Perfect Complements
U = min(aq1, bq2)
consumer goods in ratio of a to b
Concave preferences
choose u maximizing corner solution
how to find demand
set MRS = -p1/p2
then plug into budget constraint
giffen good
as price increases, so does demand
positive income effect
PED > 0 if large share of income
substitution effect
q(old utility, new prices) - q(old prices, old income)
always negative
income effect
q( new prices, new income) - q(old utility, new prices)
positive for normal goods, negative for inferior
income elasticity
dD1/dy(Y/D1)
curly sigma
price elasticity
dD1/dp(P/D1)
sigma
slutsky equation
PED = PE comp D - exp. share of income * IED
labor supply budget constraint
pq + wN
Firm profit maximization
1. Find cost MRTS = df/dL/(df/dk) = -w/r Solve for K, plug into production function c(q) = wL +rk 2. Maximize profit Pi(q) = pq - c(q) FOC 3. If MC(q) >0: p MC(0): solve p=MC(q) If MC(q) is u-shaped: p min ATC: solve p = MC(q)
gross/net complements
dD1/p2 and dD2/p1