O slideshow foi denunciado.
Seu SlideShare está sendo baixado. ×

geographyalltheway.com - IB Geography: Neo-Malthusian and anti-Malthusian

Anúncio
Anúncio
Anúncio
Anúncio
Anúncio
Anúncio
Anúncio
Anúncio
Anúncio
Anúncio
Anúncio
Anúncio
Carregando em…3
×

Confira estes a seguir

1 de 50 Anúncio

Mais Conteúdo rRelacionado

Diapositivos para si (20)

Quem viu também gostou (20)

Anúncio

Semelhante a geographyalltheway.com - IB Geography: Neo-Malthusian and anti-Malthusian (20)

Mais de Richard Allaway (20)

Anúncio

Mais recentes (20)

geographyalltheway.com - IB Geography: Neo-Malthusian and anti-Malthusian

  1. 1. neo-Malthusian and anti-Malthusian
  2. 2. Lesson Target To be able to discuss the two opposing views (neo-Malthusian and anti-Malthusian) of the relationship between population size and resource consumption.
  3. 3. Reverend Thomas Malthus (1766-1834)
  4. 4. Reverend Thomas Malthus (1766-1834) 1798: Essays on the Principles of Population Growth
  5. 5. Reverend Thomas Malthus (1766-1834) 1798: Essays on the Principles of Population Growth Finite optimum population size in relation to food supply
  6. 6. Reverend Thomas Malthus (1766-1834) 1798: Essays on the Principles of Population Growth Finite optimum population size in relation to food supply “war, famine and disease”
  7. 7. Reverend Thomas Malthus (1766-1834) 1798: Essays on the Principles of Population Growth Finite optimum population size in relation to food supply “war, famine and disease” Preventive checks: delay in time of marriage, abstinence from sex in marriage > reduce fertility rate
  8. 8. Reverend Thomas Malthus (1766-1834) 1798: Essays on the Principles of Population Growth Finite optimum population size in relation to food supply “war, famine and disease” Preventive checks: delay in time of marriage, abstinence from sex in marriage > reduce fertility rate Positive checks: lack of food, disease and war > increase death rate
  9. 9. Population grows at a exponential rate: 1, 2, 4, 8, 16 ....
  10. 10. Population grows at a exponential rate: 1, 2, 4, 8, 16 .... Food supply increases at arithmetic rate: 1, 2, 3, 4, 5 ....
  11. 11. neo- 
  12. 12. neo-  1.
  13. 13. neo-  1. a combining form meaning “new,” “recent,” “revived,”“modified,” used in the formation of compound words: neo-Malthusian
  14. 14. Club of Rome model: 1970
  15. 15. Club of Rome model: 1970 aka Limits to Growth model
  16. 16. Club of Rome model: 1970 aka Limits to Growth model Five basic factors:
  17. 17. Club of Rome model: 1970 aka Limits to Growth model Five basic factors: population
  18. 18. Club of Rome model: 1970 aka Limits to Growth model Five basic factors: population agricultural production
  19. 19. Club of Rome model: 1970 aka Limits to Growth model Five basic factors: population agricultural production natural resources
  20. 20. Club of Rome model: 1970 aka Limits to Growth model Five basic factors: population agricultural production natural resources industrial production
  21. 21. Club of Rome model: 1970 aka Limits to Growth model Five basic factors: population agricultural production natural resources industrial production pollution
  22. 22. Club of Rome model: 1970 aka Limits to Growth model Five basic factors: population agricultural production natural resources industrial production pollution Consider a lily patch doubling in size each day ... it reaches a point when the pond is half covered then ...
  23. 23. Club of Rome model: 1970 aka Limits to Growth model Five basic factors: population agricultural production natural resources industrial production pollution Consider a lily patch doubling in size each day ... it reaches a point when the pond is half covered then ... Sudden and uncontrollable decline
  24. 24. Exponential growth of some factors until the limited resource base slows down growth.
  25. 25. Paul Ehrlich, born 1932
  26. 26. Paul Ehrlich, born 1932 Biologist and educator at Stanford University
  27. 27. Paul Ehrlich, born 1932 Biologist and educator at Stanford University 1968: Population Bomb
  28. 28. Paul Ehrlich, born 1932 Biologist and educator at Stanford University 1968: Population Bomb The battle to feed all of humanity is over. In the 1970s hundreds of millions of people will starve to death in spite of any crash programs embarked upon now. At this late date nothing can prevent a substantial increase in the world death rate ...
  29. 29. Paul Ehrlich, born 1932 Biologist and educator at Stanford University 1968: Population Bomb The battle to feed all of humanity is over. In the 1970s hundreds of millions of people will starve to death in spite of any crash programs embarked upon now. At this late date nothing can prevent a substantial increase in the world death rate ... Societies must take strong action to curb population growth in order to mitigate future disasters both ecological and social
  30. 30. Opposing view: anti-Malthusian
  31. 31. Ester Boserup (1910-1999)
  32. 32. Ester Boserup (1910-1999) 1965: The Conditions of Agricultural Growth: The Economics of Agrarian Change under Population Pressure
  33. 33. Ester Boserup (1910-1999) 1965: The Conditions of Agricultural Growth: The Economics of Agrarian Change under Population Pressure People have the resources to increase food production
  34. 34. Ester Boserup (1910-1999) 1965: The Conditions of Agricultural Growth: The Economics of Agrarian Change under Population Pressure People have the resources to increase food production Knowledge and technology
  35. 35. Ester Boserup (1910-1999) 1965: The Conditions of Agricultural Growth: The Economics of Agrarian Change under Population Pressure People have the resources to increase food production Knowledge and technology Increase in population stimulates a change in agricultural technique
  36. 36. When population and resource get close there is the need and motivation to development techniques
  37. 37. Julian Simon (1932-1998)
  38. 38. Julian Simon (1932-1998) Professor of Business Administration - University of Maryland
  39. 39. Julian Simon (1932-1998) Professor of Business Administration - University of Maryland 1981: The Ultimate Resource
  40. 40. Julian Simon (1932-1998) Professor of Business Administration - University of Maryland 1981: The Ultimate Resource Increasing wealth and technology make more resources available; although supplies may be limited physically they may be viewed as economically indefinite as old resources are recycled and new alternatives are developed by the market
  41. 41. Talk about: Population growth outstripping resource availability and thus limiting economic development

×