Week 1 - Consumer Theory Flashcards

1
Q

Indifference Curves

A

Used to represent our preferences over two goods

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2
Q

Utility Function

A
  • Mathematically represents preferences and over set of goods
  • Only used to compare bundles. Values in and of themselves are useless.
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3
Q

Assumptions for rationality and utility functions

A
  • Transitivity. (if a>b & b>c, then a>c)
  • Completeness - always have a preference between two bundles.
  • Continuity
  • Motonicity - more is better
  • Convexity - averages are better than extremes
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4
Q

(i) What do these indifference curves tell us about:
1. Monotonicity
2. Convexity
(ii) Why can’t indifference curves cross

A
  • Monotonicity - Indifference curve through e would be preferred to c.
  • Convexity - Prefer c to a and b
    (ii) In figure, satisfaction from point A and from B on IC1 will be the same. Similarly, points A and C on IC2 also give the same level satisfaction. It means points B and C should also give the same level of satisfaction. However, this is not possible, as B and C lie on two different indifference curves, IC1 and IC2 respectively and represent different levels of satisfaction
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5
Q

Monotonic Transformations

A

Transforms set of numbers into another while preserving the order of preferences

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6
Q

Marginal rate of substitution (MRS)

A
  • The ratio which consumer if willing to trade goods, as long as utility is constant
  • represented by slope of the indifference curve
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7
Q

Perfect Substitutes

A
  • Good which consumer has identical preference for.
  • MRS is constant. Willing to substitute 1 to 1, as derive same utility from each good.
  • Indifference curve is linear
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8
Q

Perfect Complements

A
  • Two goods that must be consumed together
  • MRS is 0 on horizontal axis. MRS is infinity on horizontal axis.
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9
Q

Cobb Douglas

A
  • alpha and not alpha always positive otherwise would violate motonicity axiom. that is more would actually be less.
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10
Q

Budget contraints

A
  • Bundle of good x and y that leaves consumer with no unspend income.
  • Given by, p1x1 + p2x2 = Y
  • Slope of budget line is p1/p2
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