july11
TRANSCRIPT
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Outline for Friday, July 11
� Remember
� Homework due Monday
� Quiz
� Review from Thursday� Review from Thursday
� Modeling the consumer
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Quiz 1
� Ends at 11:30� Read carefully
� Raise your hand if you have questions
� This is not the end of today’s class
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Outline for Friday, July 11
� Remember
� Homework due Monday
� Quiz
� Review from Thursday� Review from Thursday
� Modeling the consumer
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The A elasticity of B
� How B responds to A
� How responsive B is to A
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The A elasticity of B
� How B responds to A
� How responsive B is to A
� The % change in B caused by a 1% change in A
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The A elasticity of B
� How B responds to A
� How responsive B is to A
� The % change in B caused by a 1% change in A
� For small changes…B
A
slope
1⋅
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The A elasticity of B
� How B responds to A
� How responsive B is to A
� The % change in B caused by a 1% change in A
� For small changes…
� For large changes…
B
A
slope
1⋅
Β
Α
A
B⋅
∆
∆
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Price elasticity
� More elastic � less affected by shifts in curve
less burdened by taxes
less gained from subsidies
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Price elasticity
� More elastic � less affected by shifts in curve
less burdened by taxes
less gained from subsidies
� The more elastic party can change Q more easily� The more elastic party can change Q more easily
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Price elasticity
� More elastic � less affected by shifts in curve
less burdened by taxes
less gained from subsidies
� The more elastic party can change Q more easily� The more elastic party can change Q more easily
� Elasticities are higher…
� In the long run
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Price elasticity
� More elastic � less affected by shifts in curve
less burdened by taxes
less gained from subsidies
� The more elastic party can change Q more easily� The more elastic party can change Q more easily
� Elasticities are higher…
� In the long run
�When more substitutes are available (demand)
�When inputs can be used elsewhere (supply)
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Price elasticity
� More elastic � less affected by shifts in curve
less burdened by taxes
less gained from subsidies
� The more elastic party can change Q more easily� The more elastic party can change Q more easily
� Elasticities are higher…
� In the long run
�When more substitutes are available (demand)
�When inputs can be used elsewhere (supply)
� Further away from zero
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Other elasticities
� Income elasticity of demand
ξ < 0 inferior
0 < ξ < 1 necessity
1 < ξ luxury
� Cross-price elasticity (of demand)
1 < ξ luxury
ε < 0 complement
ε > 0 substitute
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Outline for Friday, July 11
� Remember
� Homework due Monday
� Quiz
� Review from Thursday� Review from Thursday
� Modeling the consumer
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Modeling the consumer
� Old assumption: The consumer is rational – will do as he/she pleases
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Modeling the consumer
� Old assumption: The consumer is rational – will do as he/she pleases
� New, more detailed assumption: The consumer will buy the best affordable bundlebuy the best affordable bundle
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Modeling the consumer
� Old assumption: The consumer is rational – will do as he/she pleases
� New, more detailed assumption: The consumer will buy the best affordable bundlebuy the best affordable bundle
� Bundle – mix of goods and services that can be bought
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Modeling the consumer
� Old assumption: The consumer is rational – will do as he/she pleases
� New, more detailed assumption: The consumer will buy the best affordable bundlebuy the best affordable bundle
� Bundle – mix of goods and services that can be bought
� Affordable – income is finite, prices are positive
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Modeling the consumer
� Old assumption: The consumer is rational – will do as he/she pleases
� New, more detailed assumption: The consumer will buy the best affordable bundlebuy the best affordable bundle
� Bundle – mix of goods and services that can be bought
� Affordable – income is finite, prices are positive
� Best – must be modeled in greater detail
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Modeling the consumer
� Old assumption: The consumer is rational – will do as he/she pleases
� New, more detailed assumption: The consumer will buy the best affordable bundlebuy the best affordable bundle
� Bundle – mix of goods and services that can be bought
� Affordable – income is finite, prices are positive
� Best – must be modeled in greater detail
� Our assumptions should describe how consumers choose
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Modeling the consumer
� The consumer will buy the best affordable bundle
� Our assumptions should describe how consumers choose
� What positive statements can we make about � What positive statements can we make about consumer choice?
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Modeling the consumer
� The consumer will buy the best affordable bundle
� Our assumptions should describe how consumers choose
� Our model will make positive statements like� Our model will make positive statements like
“If the consumer has income Y and prices are P,
then they will consume bundle X”
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Modeling the consumer
� The consumer will buy the best affordable bundle
� Our assumptions should describe how consumers choose
� Our model will make positive statements like� Our model will make positive statements like
“If the consumer has income Y and prices are P,
then they will consume bundle X”
� The consumer model predicts what will be consumed
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Modeling the consumer
� The consumer will buy the best affordable bundle
� Our assumptions should describe how consumers choose
� Our model will make positive statements like� Our model will make positive statements like
“If the consumer has income Y and prices are P,
then they will consume bundle X”
� The consumer model predicts what will be consumed
� Just like the market model predicts what will be traded
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What isn’t in our model
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How consumers choose
� Consider the set of all bundles – combinations of goods that the consumer can imagine consuming
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How consumers choose
� Consider the set of all bundles
� We’ll assume that…
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How consumers choose
� Consider the set of all bundles
� We’ll assume that…
� The consumer is decisive – between two bundles, they knowknow
� which is best or
� that they are indifferent
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How consumers choose
� Consider the set of all bundles
� We’ll assume that…
� The consumer is decisive – completeness
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How consumers choose
� Consider the set of all bundles
� We’ll assume that…
� The consumer is decisive – completeness
� The consumer is consistent –� The consumer is consistent –
� If bundle a is at least as good as b
� And b is at least as good as c
�Then a is at least as good as c
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How consumers choose
� Consider the set of all bundles
� We’ll assume that…
� The consumer is decisive – completeness
� The consumer is consistent – transitivity� The consumer is consistent – transitivity
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How consumers choose
� Consider the set of all bundles
� We’ll assume that…
� The consumer is decisive – completeness
� The consumer is consistent – transitivity� The consumer is consistent – transitivity
� The consumer is insatiable –
� If bundle a has at least as much of every good as bundle b
�Then a is at least as good as b
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How consumers choose
� Consider the set of all bundles
� We’ll assume that…
� The consumer is decisive – completeness
� The consumer is consistent – transitivity� The consumer is consistent – transitivity
� The consumer is insatiable – monotonicity or “more is better”
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How consumers choose
� Consider the set of all bundles
� We’ll assume that…
� The consumer is decisive – completeness
� The consumer is consistent – transitivity� The consumer is consistent – transitivity
� The consumer is insatiable – monotonicity
� In other words, the consumer can put all the bundles in rank or in order
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How consumers choose
� Consider the set of all bundles
� We’ll assume that…
� The consumer is decisive – completeness
� The consumer is consistent – transitivity� The consumer is consistent – transitivity
� The consumer is insatiable – monotonicity
� In other words, the consumer can put all the bundles in rank or in order
� The order a consumer chooses is called his/her ordinal preferences over bundles
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How consumers choose
� Consider the set of all bundles
� We’ll assume that…
� The consumer is decisive – completeness
� The consumer is consistent – transitivity� The consumer is consistent – transitivity
� The consumer is insatiable – monotonicity
� In other words, the consumer can put all the bundles in rank or in order
� The order a consumer chooses is called his/her ordinal preferences over bundles
� We can represent it as an inequality
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How consumers choose
� If we assume that a consumer is decisive, consistent and insatiable, we can represent their tastes with ordinal preferences
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How consumers choose
� If we assume that a consumer is decisive, consistent and insatiable, we can represent their tastes with ordinal preferences
� A lot of microeconomic theory can be done with this
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How consumers choose
� If we assume that a consumer is decisive, consistent and insatiable, we can represent their tastes with ordinal preferences
� A lot of microeconomic theory can be done with this
� With one additional assumption – continuity – we get cardinal preferences
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How consumers choose
� If we assume that a consumer is decisive, consistent and insatiable, we can represent their tastes with ordinal preferences
� A lot of microeconomic theory can be done with this
� With one additional assumption – continuity – we get cardinal preferences
� These assign a number to each bundle – its utility
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How consumers choose
� Cardinal preferences give us the utility of every bundle
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How consumers choose
� Cardinal preferences give us the utility of every bundle
� Our utility function retains our assumptions
� Completeness – U(a) exists for all bundles a� Completeness – U(a) exists for all bundles a
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How consumers choose
� Cardinal preferences give us the utility of every bundle
� Our utility function retains our assumptions
� Completeness� Completeness
� Transitivity – U(a) ≥ U(b) ≥ U(c) � U(a) ≥ U(c)
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How consumers choose
� Cardinal preferences give us the utility of every bundle
� Our utility function retains our assumptions
� Completeness� Completeness
� Transitivity
�Monotonicity – U(a+b) ≥ U(a)
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How consumers choose
� Cardinal preferences give us the utility of every bundle
� Our utility function retains our assumptions
� Completeness� Completeness
� Transitivity
�Monotonicity
� We can graph it by considering all bundles for which utility is at least U0 – the weakly better set
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How consumers choose
� Cardinal preferences give us the utility of every bundle
� Our utility function retains our assumptions
� Completeness� Completeness
� Transitivity
�Monotonicity
� We can graph it by considering all bundles for which utility is at least U0 – the weakly better set
� The “edge” of this set is an indifference set – the equally good set
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How consumers choose
� The “edge” of this set is an indifference set – the equally good set
� We are graphing in the space of bundles
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How consumers choose
� The “edge” of this set is an indifference set – the equally good set
� We are graphing in the space of bundles
� Both axes are quantities, but of different goods� Both axes are quantities, but of different goods
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How consumers choose
� The “edge” of this set is an indifference set – the equally good set
� We are graphing in the space of bundles
� Both axes are quantities, but of different goods� Both axes are quantities, but of different goods
� Prices are not important, only what the consumer wants
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How consumers choose
� The “edge” of this set is an indifference set – the equally good set
� We are graphing in the space of bundles
� Both axes are quantities, but of different goods� Both axes are quantities, but of different goods
� Prices are not important, only what the consumer wants
� The goods in our bundle are all the consumer can buy
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How consumers choose
� The “edge” of this set is an indifference set – the equally good set
� We are graphing in the space of bundles
� Both axes are quantities, but of different goods� Both axes are quantities, but of different goods
� Prices are not important, only what the consumer wants
� The goods in our bundle are all the consumer can buy
Good X Good Y
Xigua Yogurt
Pizza Burrito
Consumption Leisure
Food Everything else
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How consumers choose
� We earlier assumed monotonicity: at least as much is at least as good
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How consumers choose
� We earlier assumed monotonicity: at least as much is at least as good
� Strict monotonicity: more of everything is better
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How consumers choose
� We earlier assumed monotonicity: at least as much is at least as good
� Strict monotonicity: more of everything is better
� Indifference sets are curves, not thick bands� Indifference sets are curves, not thick bands
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How consumers choose
� We earlier assumed monotonicity: at least as much is at least as good
� Strict monotonicity: more of everything is better
� Indifference sets are curves, not thick bands� Indifference sets are curves, not thick bands
� Indifference curves do not cross
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How consumers choose
� We earlier assumed monotonicity: at least as much is at least as good
� Strict monotonicity: more of everything is better
� Indifference sets are curves, not thick bands� Indifference sets are curves, not thick bands
� Indifference curves do not cross
� Indifference curves slope down
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Figure 4.2 Impossible Indifference Curves
(a) Crossing (b) Upward Sloping
b
(c) Thick
© 2007 Pearson Addison-Wesley. All rights reserved.
4–58
Z, Pizzas per semester
I 1
I 0
a
be
Z, Pizzas per semester
I
a a
b
Z, Pizzas per semester
I
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How consumers choose
� We earlier assumed monotonicity: at least as much is at least as good
� Strict monotonicity: more of everything is better
� Indifference sets are curves, not thick bands� Indifference sets are curves, not thick bands
� Indifference curves do not cross
� Indifference curves slope down
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How consumers choose
� We earlier assumed monotonicity: at least as much is at least as good
� Strict monotonicity: more of everything is better
� Indifference sets are curves, not thick bands� Indifference sets are curves, not thick bands
� Indifference curves do not cross
� Indifference curves slope down
� Completeness tells us that every point lies on an indifference curve
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How consumers choose
� We earlier assumed monotonicity: at least as much is at least as good
� Strict monotonicity: more of everything is better
� Indifference sets are curves, not thick bands� Indifference sets are curves, not thick bands
� Indifference curves do not cross
� Indifference curves slope down
� Completeness tells us that every point lies on an indifference curve
� So we have an indifference map – an elevation map over the space of all bundles
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An indifference map
20
30
Un
its o
f g
oo
d Y
The further out the curve,
the higher the level of utility
0
10
0 10 20
Un
its o
f g
oo
d
Units of good X
I1I2
I3
I4
I5
An indifference curve shows
all combinations of X and Y
that give a particular level of
utility.
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Outline for Friday, July 11
� Remember
� Homework due Monday
� Quiz
� Review from Thursday� Review from Thursday
� Modeling the consumer