The Production Function Flashcards

1
Q

Constant Economics of Scale

A

When your LRAC is constant as output increases

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2
Q

The Production Function

A

Inputs of your production into a function that tells you volume of output

Short-Run: some inputs fixed

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3
Q

TPL

A

Total Product

Amount of product produced with the given amount of labour

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4
Q

MPL

A

Marginal Product of Labour
How much product for most recent unit of labour

(Q2-Q1)/(L2-L1) or (TPL2-TPL1)/(L2-L1)

Slope of TP curve

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5
Q

VMPL

A

Value Marginal Product of Labour

Convert MPL to dollars

VMPL = MPL * p

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6
Q

APL

A

Average Product of Labour

TPL/L

How much produced relative current amount of labour

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7
Q

Diminishing Returns

A

MPL decreasing
MPL2 < MPL1

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8
Q

MC

A

Marginal Cost

How much did last increment in output cost?

(C2-C1)/(Q2-Q1) or (C2-C1)/(TP2-TP1)

As MPL increases, MC decreases
As MPL decreases, MC increases

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9
Q

AVC

A

Average Variable Costs

AVC = VC/TPL

Minimum of AVC when AVC = MC

When AVC > MC: AVC decreasing

When AVC < MC: AVC increasing

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10
Q

AFC

A

Average Fixed Cost

Constantly decreasing

FC/TPL

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11
Q

ATC

A

Average Total Costs

Minimum MC = ATC

TC/TPL = AFC + AVC

When ATC > MC: AVC decreasing

When ATC < MC: AVC increasing

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12
Q

LRAC

A

Long Run Average Cost

No fixed costs, so you want to take the minimum of ATCs for each variation of what is a fixed cost in the short run

Graph will be flatter than ATC curves

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13
Q

Profit Maximum

A

VMPL = w = MC * p

where w is unit cost of labour

or where MC = MR

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14
Q

Profit

A

Revenue - Costs

= (MC-ATC)(Q) = (MR-ATC)(Q)

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15
Q

Economies of Scale

A

When LRAC decreasing as output increases

Can order in bulk, specialize, etc. so efficiency is improving

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16
Q

Diseconomies of Scale

A

LRAC is increasing as output increases

Coordination issues

17
Q

MES

A

Minimum Efficient Scale

When LRAC at minimum

Need to be at to be competitive in market

18
Q

Economies of Scope

A

When the total cost of producing two products within the same firm is lower than when the products are produced by separate firms

C(Q1,0) + C(0,Q2) > C(Q1,Q2)

19
Q

Cost Complimentary

A

When the marginal cost of producing one type of output decreases when the output of another good is increased
🔺MC1(Q1,Q2)/Q2 < 0

Production of doughnuts and doughnut holes

20
Q

Increasing Marginal Returns

A

Range where MPL increasing

21
Q

Négative Marginal Returns

A

Range where MPL is negative