Economic productivity and growth: Why do they matter?

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EXPLORING

YOUR OPTIONS

ECONOMIC GROWTH AND

PRODUCTIVITY: WHY DO THEY

MATTER?

Dr Bryan Morgan

Before 10,000 years ago …

All our ancestors were hunter-gatherers.

Palaeolithic technology:

Things are different today…

Modern technology

Another modern reality…

In 2011, just over one billion people lived on less than

$1.25 a day – World Bank

… compared with 1.91 billion in 1990.

The Big Question:

How did we get from here:

To here:

And why have a lot of people been left behind?

Palaeolithic era:

Production = Consumption

Modern era:

Production = Consumption + Saving

Saving

Investment & is used to increase future production and increase knowledge.

Where it started:

Neolithic revolution:

Farming + domesticated animals

Suggested reading: Guns, Germs & Steel – Jared Diamond

Industrial Revolution – 18 th & 19 th centuries

Things really started moving

Some Economic Concepts

 GDP – Gross Domestic Product

 How much a country produces, also a measure of income

 GDP per capita

 average output (or income) per person

 Inflation adjusted dollars

 Life expectancy

 average lifespan of a person born in that year

 low life expectancy is usually due to high infant mortality

GAPMINDER - 1

GDP/capita vs Life Expectancy www.bit.ly/1KWhNl8

How does per capita income increase?

Through increases in productivity .

Productivity = output per employed person

Increases in Productivity

 Technology

 Also division of labour & specialisation then trade

Skilled Workers + Better Equipment

= Higher Productivity

Improvements in productivity increase effective number of workers

+ +

+

Two new effective workers who need equipment (i.e. capital)

12

GAPMINDER - 2

Productivity www.bit.ly/1Jajl56

GAPMINDER - 3

Agriculture as % of GDP www.bit.ly/1NZnGeT

The Importance of Growth Rates

An economy has a GDP of $100b at time t = 0.

After 50 years with an average growth rate of:

2% pa

3.5% pa

7% pa

GDP

50

= $269b

GDP

50

= $558b

GDP

50

= $2946b

How do we increase productivity?

 Improved Technology

R & D

 More Physical Capital

 More Human Capital

Through INVESTMENT

INVESTMENT = SAVING

How much should we save?

Economic Models

Economists use models, simplified versions of reality, to analyse problems, such as how much should we save?

An early model in macroeconomics was used to try to answer this question:

Solow Growth Model

The analysis can be graphical or, as is more common, algebraic.

The Golden Rule capital stock c * = f(k * )

(

+n+g)k * is biggest where the slope of the production function equals the slope of the depreciation line:

MPK = (

+n+g)

MPK-

= ( n+g) c * gold f(k * )

(  +n+g) k * k * gold steady-state capital per effective worker, k *

The Golden Rule with technological progress

To find the Golden Rule capital stock, express c * in terms of k * : c * = y *

 i *

= f (k * )

( c * is maximized when

MPK =

+ n + g or equivalently,

MPK

 

+n + g)k *

= n + g

In the Golden

Rule steady state, the marginal product of capital net of depreciation equals the pop. growth rate plus the rate of tech progress.

19

Examples of National Saving Rates

Country Name 1970 1990 2000 2005 2010 2012

World

Australia

24.9

32.6

29.5

26.7

22.2

24.0

21.6

24.9

19.7

26.9

21.8

28.3

Brazil

China

20.1

21.4

16.5

19.8

19.2

16.1

28.9

39.1

37.5

47.6

52.1

51.5

Germany

Greece

Indonesia

Japan

Korea, Rep.

Sweden

Thailand

UK

United States

29.0

18.4

23.1

16.3

22.6

16.7

22.5

14.2

23.1

11.3

23.2

23.7

12.1

11.4

12.1

8.3

28.0

14.3

32.3

32.8

29.2

34.3

18.8

40.1

33.4

26.6

23.9

21.0

33.8

15.2

36.4

33.4

32.4

32.1

37.6

27.2

24.2

25.0

25.6

24.9

30.9

21.2

33.8

31.5

30.3

33.4

15.0

21.1

18.1

15.8

14.1

13.0

12.7

15.7

Gross domestic saving (% of GDP)

Gross domestic saving are calculated as GDP less final consumption expenditure (total consumption).

Source: World Bank http://data.worldbank.org/ indicator/NY.GDS.TOTL.ZS

20

Growth isn’t everything…

How about the distribution of wealth?

Distribution of wealth with a country can be measured by Gini coefficient

 Gini coeff = 1

 complete inequality

 Gini coeff = 0

 complete equality

Gini Coefficient for selected countries

70

60

30

20

10

50

40

0

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Questions and Comments

Thank you

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