Consumer Preferences And Utility Flashcards

1
Q

4 assumptions of consumer preferences

A

Completeness,
Transitivity
Diminishing marginal utility
Non satiation

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2
Q

Consumption bundl3

A

Any sets of goods or services a consumer considers purchasing

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3
Q

Marginal utility

A

The extra utilityackndumer receives f4om on unit inc4eas4 in consumption

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4
Q

Indifference curve

A

The combination of all 5h3 e8tt343n5 f9beum0ti9n bundles that provide a consumer with the same utility

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5
Q

Name the four charscter8stics of indifference curves

A

Drawable as the first assumption states that all bundles have completeness and rankability.
We can figure out which have higher utility and why they slope downwards.
Indifferenc3 curves never cross
convex to origin

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6
Q

Difference between cardinal and ordinary rankings

A

Utility allows us to rank bundles, it allows us to determine an ordinal ranking [ best to worst ] but does not allow us to determine a cardinal ranking [preference of one bundle over another]

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7
Q

Why can’t we establish a cardinal ranking when describing utility

A

Because it is an arbitrary measurement with no real units therefore we cannot make interpersonal comparisons of utility

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8
Q

Cobb douglas

A

X^1/2Y^1/2

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9
Q

Income expansion path

A

Curve that shows the relationship between consumption bundle preferences across changes in income level of the consumer

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10
Q

Drawbacks of income expansion path

A

Only 2 axis so we don’t know corresponding income

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11
Q

Engel curve

A

Shows the change in quantity consumed of a single product across change in income

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12
Q

Engel curve of normal good

A

Upward sloping

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13
Q

Engel curve of inferior good

A

Inverse C shape

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14
Q

Perfect substitutes

A

DOWNWARD SLOPING CYRVE

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15
Q

Perfect complements

A

L SHAPED CURVE

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16
Q

Deadweight loss

A

Loss that arises due to market inefficiency

17
Q

Who suffers more from tax incidence if the demand is relatively elastic

A

The producers

18
Q

Giffen good

A

Price up demand up

19
Q

Luxury good

A

Price elasticity greater than one