Unit 2: TECHNOLOGY, POPULATION & GROWTH Flashcards
What is the Malthusian Theory?
A theory that states that the supply of food can’t keep up with the rate of human population growth, inevitably resulting in disease, famine & war.
Why did Malthus state that sustained income per capita growth is not possible?
- If technology raised productivity of labour, people would be temporarily better off.
- People will use the additional income to raise more kids.
- Population growth would continue until living standards fell to subsistence level (minimal income).
How did the world escape the Malthusian trap?
The Industrial Revolution.
That was the Industrial Revolution?
A wave of technological advances &
organisational changes (starting in Britain in the 18th c.), transforming an agrarian & craft-based economy into a commercial & industrial economy.
How did we escape the Malthusian trap through the Industrial Revolution?
- Technology improves, raising labour productivity.
- Labour productivity rises faster than population growth.
- Incomes rise faster than population.
Bottom Line: as long as technology improved quick enough, it could outpace the population growth that resulted from the increased income.
Why did the Industrial Revolution begin in Britain?
- Low cost of local energy.
- Abundance of natural resources from the British Empire territories.
What is an economic model?
A simplification of the world that explains actions & interactions of economic agents, predicting the most likely outcome.
What is considered when building an economic model?
- Describe the conditions in which economic agents take action.
- Describe what determines the actions of economic agents (objective function).
- Determine how each action affects other economic agents.
- Determine the outcome of these actions (equilibrium).
- Address what happens to the equilibrium when conditions change.
What is economic rent?
Benefits - Costs From Option Taken - Foregone Benefit From Next Best Option.
What is an isocost line?
A line representing all combinations that cost the same.
Along an isocost line…
… the cost remains the same.