Lecture 3: Market Demand and Production Flashcards

1
Q

How is a demand curve constructed?

A

Using the tangency conditions from the optimal choice:

1) MRS = exchange rate (pa/pb
(2) All income is spent PaA* + PbB* = m

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2
Q

Normal goods:

A

Must obey the law of demand

Income effect reinforces substitution effect

Substitution effect always negative

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3
Q

Inferior goods:

A

Often (but not always) obey the law of demand

Income effect in opposition to substitution effect

But the substitution effect can outweigh the income effect

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4
Q

Giffen goods:

A

Never obey the law of demand

Income effect in opposition to substitution effect

Income effect is large enough to outweigh the substitution effect

Rare, possibly nonexistent

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5
Q

How to construct an individual consumer’s demand schedule?

A

Solve their constrained optimization problem (how to maximise their utility subject to budget constraints)

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6
Q

How to construct the aggregate demand schedule?

A

Sum all consumer demands

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7
Q

What is the theory of production?

A

Firms will organise their production so as to maximise profits

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8
Q

Long run production function

A

All factors of production (labour L and capital K) are variable

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9
Q

Short run production function

A

At least one factor of production is fixed (generally K)

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10
Q

What is the marginal product of labour?

A

The amount of output an additional worker adds

MPL = Change in f(L) / change in L = slope of the tangent at point on f(L)

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11
Q

How does the marginal product affect the average product?

A

Cuts the the average product at its maximum - pulls the average up

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12
Q

Total cost in short run?

A

TC = wL + rK = FC + VC

(rK = FC) fixed cost as K can’t be varied in short run

(wL = VC) variable cost as L is variable in short run

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13
Q

Average variable cost =

A

VC/Q

wL/Q

wL/f(L)

w/APL

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14
Q

Marginal cost =

A

Change in total cost/quantity

Change in variable cost/quantity

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15
Q

What do AVC and MC curves do?

A

Fall then rise

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16
Q

What do APL and MPL curves do?

A

Rise then fall

17
Q

Where do marginals intersect average curves?

A

At their turning points