Budget Lines and Indifference Curve Flashcards
budget line
shows the consumption contraints faced by a consumer
the combinations of 2 goods or services that a consumer can afford to buy
given their limited inccome
and the prices of the goods
indifference curve
a curve showing
the combinations of
two goods that give
equal total utility to a
consumer
MRS
the slope of an indifference curve
the amount
of one good that a
consumer must give up
in exchange for another
while keeping total
utility constant
. To induce the consumer to give up 1 pizza, she
has to be given 6 liters of Pepsi: The MRS is 6 liters per pizza.
consumer equilibrium (for indifference analysis)
the point at which a
consumer maximises
utility at the tangency
between an indifference
curve and the budget
line; this is the highest level of utility a consumer can reach given their budget constraint
it is a particular optimum combination on the highest attainable IC given available budget
substitution effect
following a change in relative prices, consumer substitues relatively cheaper good for relatively more expensive one
income effect
the way that a change in relative prices of goods affects purchasing power of given level of income, so consumer buys more or less of each good
giffen good
a good
for which the income
effect is so strong that
it more than offsets
the substitution effect,
so that the demand
curve becomes upward
sloping
assumptions of indifference analysis related to RATIONALITY
- consumers make rational decisions based on perfect information
- Consumer aims to maximise utility
- consumer** knows combos** b/w which there is indifference
- consumer can rank their level of satisfaction for multiple goods
- consumer **can compare two goods rationally **
- The rational consumer behavior remains constant over the IC curve
- consumers are assumed not to make choices under uncertainty
slope of budget line
represents relative prices of goods and hence the opportunity cost of increasing the consumption of one good by 1 unit
e.g. if slope is 5, it means to increase consumption of good X by 1, you must give up 5 of Y
calculating the boundaries of the budget line
budget/price of good A, budget/price of good B
4 properties of indifference curves
- Higher IC preferred to lower IC - consumer prefers more to less
- IC downward sloping - since all combos of goods on IC yield equal utility, decreasing consumption of one requires increasing consumption of the other to maintain same utility
- ICs don’t cross
- ICs are convex to origin due to diminishing MRS (DUE TO DMU) ; when they have more of A and less of B, prepared to sacrifice a lot of A for small increase in B
Reaching consumer equilibrium
**where BL is tangential to IC **is equilibrium since this is the highest level of utility given budget. The MRS is equal to relative price.
increase in income - budget line
parallel shift in or out
how does a change in price affect the shape and position of a budget line?
pivotal shift inward/outward
if both prices change, line will shift but gradient depends on relative price changes (if same ratio, parallel shift)
effect of income change on consumption - normal good
outward shift of BL allows consumer to reach higher IC
on the higher IC, will be consuming higher quantities of both goods than before
this is because increase in income = increase in purchasing power and rational consumer prefers more to less