Week 4 - Consumer Theory Flashcards

1
Q

Consumption bundle

A

A complete list of quantities of available goods that a consumer consumes

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2
Q

What factors make a consumption bundle good

A

preference and budget constraints

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3
Q

How are consumption bundles represented

A

Name = (Qx, Qy, Qz)
E.g., A = (4, 5, 8)

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4
Q

Ordering consumption bundles

A

A > B: bundle A is strictly preferred to bundle B
A ≥ B: bundle A is weakly preferred to bundle B
A ~ B: the individual is indifferent between A and B

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5
Q

Assumptions for ordering consumption bundles

A

Completeness, transitivity, reflexivity, non-satiation.

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6
Q

Completeness

A

Any 2 consumption bundles can be compared - no “I don’t mind” etc.

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7
Q

Transitivity

A

For any 3 consumption bundles, X, Y, Z, If X ≥ Y and Y ≥ Z, this implies that X ≥ Z

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8
Q

Reflexivity

A

For identical consumption bundles there is no preference between them X ~ X

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9
Q

Non-sanitation

A

More is better than less or at least more is not worse than less
E.g., if A has more of at least 1 item compared to B and no less of any others, then A will be preferred to B.

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10
Q

Law of demand

A

As the cost (monetary and non-monetary) of a good/service rises, quantity demanded falls.
Comes from cost benefit principle - higher price will be higher than more consumers reservation price.

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11
Q

Utility

A

A measure of the satisfaction a user receives from consuming a good/service.
A higher utility means more satisfaction.

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12
Q

Ordinal utility

A

Only the ranking of utility matters, not the difference in utility values.
e.g., if U(A) is twice as big as U(B) then A is preferred but does not mean A is preferred twice as much.

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13
Q

Cardinal utility

A

Both the ranking and difference between values of utility matter.

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14
Q

Indifference curve

A

A curve showing all bundles that lead to the same value of utility.
Each value of utility has its own indifference curve.
A curve further away from the origin will have a higher utility.
Indifference curves are downwards sloping and cannot cross.

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15
Q

Indifference map

A

A graph showing multiple different indifference curves.

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16
Q

Marginal utility

A

the additional utility gained by consuming 1 more unit of a good/service, keeping all other quantities of goods constant.

17
Q

Marginal utility formula

A

ΔUtility / ΔQuantity
Can also be found by doing the partial derivative of the utility function with respect to quantity.

18
Q

Diminishing marginal utility

A

The marginal utility of a good/service decreases with each unit consumed.

19
Q

Trade-offs

A

Keeping utility the same, how much of a good is the consumer willing to give up to get more unit of another good.

20
Q

Marginal rate of substation (MRS₁,₂)

A

The quantity of good 2 that an individual is willing to give up in order to get 1 more unit of good 1.
It is the absolute value of the gradient of an indifference curve.

21
Q

Marginal rate of substitution formula

A

MRS₁,₂ = MU₁ / MU₂
MU₁ = Marginal utility of good 1
MU₂ = Marginal utility of good 2

22
Q

Diminishing marginal rate of substitution

A

Marginal rate of substitution is generally decreasing.
This is because as a consumer consumes more of good 1 they are willing to give up less of good 2 to remain at the same utility.

23
Q

Budget (m)

A

The total amount of money a consumer has to spend on a consumption bundle

24
Q

Expenditure of a consumption bundle

A

X = (x1, x2)
Expenditure of bundle X ( E(X) ) = (p1 × x1) + (p2 × x2)

25
Q

When is a consumption bundle feasible

A

m ≥ E(X)

26
Q

Budget set

A

A set of all feasible consumption bundles

27
Q

Budget line

A

A set of all consumption bundles that use all of the budget (m)
m = E(x)

28
Q

How income and price effect budget line

A

Income increases/ decreases: budget line shifts right/ left
Price increases/ decreases: budget line becomes less/more steep

29
Q

Optimal consumption bundle

A

A feasible consumption bundle (on the budget line) that has the highest utility.

30
Q

Rational spending rule

A

The optimal consumption bundle occurs when the MRS of 2 goods is the gradient the budget line: MRS₁,₂ = p1/p2
Can also be written as: MU₁ / MU₂ = p1/p2

31
Q

Finding the optimal consumption bundle

A

If MRS₁,₂ > p1/p2, buy more of good 1 and less of good 2
If MRS₁,₂ < p1/p2, buy less of good 1 and more of good 2