Welcome to First Year Economics
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Issues to be covered in the first Block
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Work to be done in Block 1
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Background
https://en.wikipedia.org/wiki/CORE_Project
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Navigation
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https://www.core-econ.org/
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ECONOMIC THEORY WEEK 1
The Capitalist Revolution
Technology, Population & Economic Growth
Outline of Week 1 Lectures
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What is Economics?
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Economics is the study of how people interact with each other and with their natural surroundings in producing their livelihoods, and how this changes over time
Capitalism and the hockey-stick
The hockey stick of history
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There are many hockey sticks!
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Living standards
Labour productivity
Global connectivity
Pollution
What explains the hockey stick?
12
?
The capitalist revolution
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What is Capitalism?
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Private property
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Markets
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Firms
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“Free labour” and the capitalist labour market
(b) “free” from ownership or access to the means to sustain an independent livelihood.
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Why is capitalism is dynamic?
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The communist manifesto (1848)
“The bourgeoisie cannot exist without constantly revolutionising the instruments of production, and thereby the relations of production, and with them the whole relations of society.
Conservation of the old modes of production in unaltered form, was, on the contrary, the first condition of existence for all earlier industrial classes.
Constant revolutionising of production, uninterrupted disturbance of all social conditions, everlasting uncertainty and agitation distinguish the bourgeois epoch from all earlier ones.
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Constant revolutionising of production, uninterrupted disturbance of all social conditions, everlasting uncertainty and agitation distinguish the bourgeois epoch from all earlier ones….
All that is solid melts into air, all that is holy is profaned, and man is at last compelled to face with sober senses his real conditions of life, and his relations with his kind.”
Measuring livings standards with �Gross Domestic Product
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What does the hockey stick graph show?
�real gross domestic product per capita on a PPP basis
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Gross Domestic Product (GDP)
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Market prices
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GDP = OUTPUT = INCOME
OUTPUT: the value of production sold on the market
INCOME: The sum of all the wages, rents and profits
(all valued at market prices)
What is included and what is excluded?
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Bobby Kennedy (1968)
“Our Gross National Product … counts air pollution and cigarette advertising, and ambulances to clear our highways of carnage.
It counts special locks for our doors and the jails for the people who break them. It counts the destruction of the redwood and the loss of our natural wonder in chaotic sprawl.
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It counts napalm and counts nuclear warheads and armoured cars for the police to fight the riots in our cities. It counts Whitman's rifle and Speck's knife, and the television programs which glorify violence in order to sell toys to our children.
Yet the gross national product does not allow for the health of our children, the quality of their education or the joy of their play. It does not include the beauty of our poetry or the strength of our marriages, the intelligence of our public debate or the integrity of our public officials.
It measures neither our wit nor our courage, neither our wisdom nor our learning, neither our compassion nor our devotion to our country, it measures everything in short, except that which makes life worthwhile.”
Nominal GDP vs Real GDP
Nominal GDP = (price of a phone)×(number of phones sold)
+ (price of a book)×(number of books sold)
+ (price of … )×(number sold) …
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How do we measure the change in GDP?
NGDP = (10 x R5 000) + (20 x R200)
= R50 000 + R4 000
= R54 000
NGDP = (10 x R5 000) + (20 x R400)
= R50 000 + R8 000
= R58 000
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Real GDP
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Calculating real GDP is easier said than done
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Using PPP to compare GDP across countries
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Cost of Living
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Using PPP to compare GDP across countries
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So now we know!
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| South Africa | China |
GDP (million int $) | 765 567 | 23 300 783 |
Population | 56 | 1 300 |
GDP per capita (million int $) | 13 498 | 16 807 |
GDP Growth
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Using ratio scales to compare rates of growth
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Ratio scales
Whether we want to use a ratio or normal scale depends on the question we are thinking about.
Remember that the underlying data (i.e. the numbers we are looking at) is exactly the same in both graphs – its just the vertical axis that has changed.
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(a) Normal scale
(a) Ratio scale
Normal scale
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The normal scale makes it easier to compare the absolute levels of GDP per capita at different times in history:
We can easily see from that China’s GDP per capita today is about $12 000; Japan’s is about double this at around $24 0000
Ratio scale
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What caused the industrial revolution?
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Overview: Technology, population, and growth
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A history of the technology of lighting
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Productivity of labour in the production of light
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Zooming in
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The industrial revolution
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New technology in the Industrial revolution
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But why?
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It’s science and technology…
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It’s about political and cultural institutions …
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It’s about hard work and savings…
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Its about cheap coal, colonialism and slavery….
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Atlantic Triangular Slave Trade
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Its about relative prices
Relative to other countries, wages in Britain rose from 1600 and 1700 so there was an incentive for firms to adopt labour-saving technologies.
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The relative prices of labour, energy and capital can help to explain why the labour-saving technologies of the Industrial Revolution were first adopted in England (rather than in other countries).
The relative price of labour was high in Britain
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The graphs shows the wages of building labourers divided by the price of 1 million BTU (British Thermal Units, a unit of energy equivalent to slightly more than 1,000 joules).
Modelling the choice of technology to explain the industrial revolution
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A question
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Is using capital (e.g. machines with the latest technology) more efficient than using human labour?
Economic models can help us think through difficult questions
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Building a model
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Key concepts and assumptions for our model
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Different technologies for producing 100m of cloth
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Choice of Technology | Number of workers | Tonnes of coal required |
A | 1 | 6 |
B | 4 | 2 |
C | 3 | 7 |
D | 5 | 5 |
E | 10 | 1 |
1
2
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10
9
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Number of workers
1
2
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5
7
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10
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Tonnes of coal
C
A
B
E
D
Suppose we ask an engineer to report on the technologies that are available to produce 100 metres of cloth, where the inputs are labour (number of workers, each working for a standard eight-hour day) and energy (tonnes of coal).
NB: Here we have reduced the idea of technology to different combinations of inputs
Some technologies are just plain better
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What about costs?
w for the wage, L for the number of workers
p for the price of coal and R for the tonnes of coal
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Drawing iso-cost line
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1
2
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5
7
8
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Number of workers
1
2
3
4
5
7
8
10
9
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Tonnes of coal
Cost = £80
P₁ Cost = 2∙£10 + 3∙ £20 = £80
P₂ Cost = 6∙£10 + 1∙ £20 = £80
Joining P₁ and P₂ gives you an iso-cost line – the cost is £80 everywhere along this line.
NB:
The straight line is the line of the equation
C =𝑤𝐿 + 𝑝𝑅
Which can be rearranged as
R = (C/p) – (w/p)L
Where C/p is the vertical intercept and –(w/p) is the slope
If L = 2 R=(80/20)-(10/20)*2
R=3 (i.e. if cost is 80 and L = 2 then R =3)
An iso-cost family with the same relative prices �Slope is –(w/p) in R = (C/p) – (w/p)L i.e. -10/20 = -0.5
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Point | Workers | Coal | Cost |
P1 | 2 | 3 | 80 |
P2 | 6 | 1 | 80 |
| | | |
Q1 | 3 | 6 | 150 |
Q2 | 5 | 5 | 150 |
1
2
3
4
5
7
8
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Number of workers
1
2
3
4
5
7
8
10
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Tonnes of coal
Cost above £80
Cost = £80
Cost = £150
£40
w = £10 a day
p = £20 per tonne
c =𝑤𝐿 + 𝑝𝑅
£120
Bringing relative prices and technology together�
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Cost above £80
Cost = £80
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2
3
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5
7
8
10
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Number of workers
1
2
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5
7
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10
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Tonnes of coal
P1
P2
Technology | Workers | Coal | Cost |
B | 4 | 2 | 80 |
A | 1 | 6 | 130 |
E | 10 | 1 | 120 |
A
B
E
w = £10 a day, p = £20 per tonne
The table shows the cost of producing 100 metres of cloth with each technology when the wage is £10 and the price of coal is £20. Clearly the B-technology allows the firm to produce cloth at lower cost.
Technological choices
Relative prices
But things change if relative prices change
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A
1
2
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5
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Number of workers
1
2
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5
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10
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Tonnes of coal
Cost = £80
B
Technology | Workers | Coal | Cost |
B | 4 | 2 | 80 |
w = £10 a day
p = £20 per tonne
w = £10 a day
p = £5 per tonne
Suddenly price of coal falls to £5
but the price of labour remains the same
What happens now?
Slope of iso-cost line
Coal is relatively cheaper
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A
1
2
3
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5
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8
10
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Number of workers
1
2
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5
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10
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Tonnes of coal
Cost = £80
B
Technology | Workers | Coal | Cost |
B | 4 | 2 | 80 |
w = £10 a day
p = £20 per tonne
w = £10 a day
p = £5 per tonne
The iso-cost line swivels up.
£80 still buys 8 workers,
but it can now but 16 tonnes of coal
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Cost = £80
It becomes cheaper to produce with B
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A
1
2
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5
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Number of workers
1
2
3
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5
7
8
10
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Tonnes of coal
Cost = £50
Cost = £80
B
Technology | Workers | Coal | Cost |
B | 4 | 2 | 80 |
w = £10 a day
p = £20 per tonne
w = £10 a day
p = £5 per tonne
Technology B can be used to make 100m of cloth for only £50
Technology | Workers | Coal | Cost |
B | 4 | 2 | 50 |
But A is now even cheaper still
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Technology | Workers | Coal | Cost |
B | 4 | 2 | 50 |
A | 1 | 6 | 40 |
Cost = £40
A
1
2
3
4
5
7
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10
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Number of workers
1
2
3
4
5
7
8
10
9
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Tonnes of coal
Cost = £50
Cost = £80
B
Technology | Workers | Coal | Cost |
B | 4 | 2 | 80 |
w = £10 a day
p = £20 per tonne
w = £10 a day
p = £5 per tonne
But using technology A the firm can make 100m of cloth for only £40
NB: To draw an isocost curve through any point A we calculate the new cost at A (c = wL+pR) then join it to another point like W where c = wL and R= 0
W
What happens next? (the firm)
Δπ = ΔR – ΔC
= 0 – (40 – 50)
= 10
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What happens next? (Diffusion)
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Diffusion
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Where the relative price of labour is high (England) the energy-intensive technology (A) is chosen.
Where the relative price of labour is low (France) the labour-intensive technology (B) is chosen
Improvements in cloth-making technology occur through “learning by doing” in the new method. This results in a new technology (A’). This technology uses only half as much energy per worker to produce 100 metres of cloth. The new technology dominates the A-technology.
Applying the model to history
Relative to other countries, wages in Britain rose from 1600 and 1700 so there was an incentive for firms to adopt labour-saving technologies.
Technology was labor-intensive before the Industrial Revolution (technology B).Increase in wages relative to price of coal in Britain created the incentive to innovate more capital-intensive technologies (technology A).
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The Malthusian model: explaining the long stagnation
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Malthus and the dismal science
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Malthusian economics
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Diminishing average product of labour
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Production function gives maximum output for a given set of inputs.
If we hold one input (land) fixed, and expand the other input (labour), the average output per worker is going to fall
Malthus’ model
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The Malthus’ Law
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Was Malthus correct?
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The relationship between real wages and population in England between 1280-1600 show evidence of this “Malthusian trap” – population fell and then rose, just as wages fell back to 1280 levels in 1600’s.
The end of Malthus law
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Real wages over seven centuries:
Wages of craftsmen (skilled workers) in London (1264-2001), and the population of Britain.
Escape
Malthusian trap
Malthus
Smith
Population
Real wages
Escaping the Malthusian trap (both population and wages rising)
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Escaping from Malthusian stagnation
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Economics models and political-economy
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Malthusian era: Labour supply, politics and real wages
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Black Death
Bargaining power of farmers and employees rises
Population and labour supply fall
Rural incomes and wages rise
Population
and labour supply rise
Bargaining power of farmers and employees falls
Rural incomes and wages fall
More and better land per farmer
Average output per farmer falls
Less land per farmer
Average output per farmer rises
Peasant rebellions (Peasants’ Revolt)
Black Death (1347)
Peasants’ Revolt (1381)
Industrial Revolution: Wages, productivity & social change
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Higher profits
Displaced workers
Average output per worker rises
(Productivity)
Bargaining power of workers falls
The Industrial Revolution
Expansion of factory production
Extension of the right to vote
More & better capital goods per worker
Wages kept down
Demand for labour rises
Wages rise
Bargaining power of workers rises
Supply of labour falls
Restrictions on employing women and children, factory hours
1928 Universal suffrage
Labour productivity
Real wages
1764 Hargreaves’ spinning jenny
1781: Watt’s’ steam engine
1833: Factor act (no child labour under 9 years)
1844: Factor act (children work only 6.5 hours a day)
1847 Ten Hours Act (Limits work hours for women & children)
1918 Voting rights for all males
Bargaining power
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Inequality, the great divergence and the environment
By careful of averages…
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The great divergence
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Living standards in five countries (1750 -2015)
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Living standards in five countries (1750 -2015)
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Divergence (and convergence?) in our neighbourhood
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Performance differs across capitalist economies
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Measuring inequality
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2014
Comparing inequality across and within countries
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Impact of the capitalist revolution on the environment
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Emission and Atmospheric carbon dioxide
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Global temperature
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Technology as a solution to environmental problems
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Markets, institutions, governments and varieties of capitalism
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Economic conditions
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Government and dynamic capitalism
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The ”developmental state”
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South African Vision of a Developmental State
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Proper functioning of state and market
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Errors avoided by Developmental State vision
believing in magical properties of only the invisible hand
believing in magical properties of only the visible hand
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Main points again
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What is Economics?
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Economics is the study of how people interact with each other and with their natural surroundings in producing their livelihoods, and how this changes over time
The capitalist revolution
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Technology, population, and growth
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