EC109 Test 1 Flashcards
3 properties of preference
Completeness
Transitivity
Continuous
Completeness
The consumer can always compare/rank bundles. Either X > Y, or Y > X, or X ~ Y
Transitivity
If X≽Y and Y≽Z then X≽Z
Continuous
If X is preferred to Y, and there is a third bundle Z which lies within a small radius of Y, then X will be preferred to Z.
Tiny changes in bundles will not change preference ordering.
Well-behaved preferences
Monotonicity (non-satiation)
Convexity
Monotonicity (non-satiation)
Goods not bads - more is better.
If bundle Y has at least as much of both goods, and more of one, then bundle y > bundle x
Convexity
Averages are better than extremes
An average of two bundles on the same indifference curve will be (at least weakly) preferred, for any 0<t<1
z = (tx1 + (1-t)y1, tx2 + (1-t)y2) ≽ (x1,x2)
Normal goods
As price falls, consumption rises
As incomne rises, consumption rises
Inferior goods
As price falls, consumption rises
As income rises, consumption falls
Giffen goods
As price falls, consumption falls
As income rises, consumption falls
Example of giffen goods
Bread, cigarettes, rice
Homothetic preferences
The MRS is the same at different levels of income.
MRS depends on the ratio of the two goods.
The indifference curves have the same MRS at all points on a ray from the origin, as the ratio of the two goods doesn’t change as income rises.
Quasilinear preferences
MRS depends only on the amount of one good being consumed.
They have the same MRS on vertical rays - we have utility functions that are linear in one good but non-linear in another.
Goods that we tend to spend very little of our income on mean that when income rises, we are more likely to spend more on other goods.