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IDF Bilkent High School
          IB ESS
   Studied by the Club of Rome (1970)
    › Population
    › Agricultural production
    › Industrial production
    › Natural resources
    › Pollution
   These factors grow at exponential rate

                           Revision for exponential rate
 Lilies on a pond -example
 The apparent suddenness with which the
  exponential growth of a phenomenon
  approaches to a fixed limit.
 If the predicted growth of world
  population is correct then there is an
  alarmingly short space of time for
  preventive action.
 Physical necessities that support all
  physiological and industrial activity (like
  food, raw materials and fuels)
 Social neccesities (like peace, stability
  and education)
Team assumed that there would be no great changes in
   human values in future and produced this graph.
 If present trends continue, the limits to
  growth will be reached in the next 100
  years – the result will probably be a
  sudden and uncontrollable decline in
  population and industrial capabilities.
 It is possible to alter these growth trends
  and to establish a condition of
  ecological and economic stability that is
  sustainable into the future.
   It’s a world model: not distinguish between
    different parts of the world.
   Ignores spatial distribution of population,
    resources, agriculture, industry and
    pollution.
   People and resources do not always
    coincide with space. Their distribution and
    size are part of the world’s problem.
   The model emphasizes exponential growth
    and not the rate of discovery of new
    resources or of new users of resources.

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3.7 Limits to growth

  • 1. Döndü Kılınç IDF Bilkent High School IB ESS
  • 2. Studied by the Club of Rome (1970) › Population › Agricultural production › Industrial production › Natural resources › Pollution  These factors grow at exponential rate  Revision for exponential rate
  • 3.  Lilies on a pond -example  The apparent suddenness with which the exponential growth of a phenomenon approaches to a fixed limit.  If the predicted growth of world population is correct then there is an alarmingly short space of time for preventive action.
  • 4.  Physical necessities that support all physiological and industrial activity (like food, raw materials and fuels)  Social neccesities (like peace, stability and education)
  • 5.
  • 6. Team assumed that there would be no great changes in human values in future and produced this graph.
  • 7.  If present trends continue, the limits to growth will be reached in the next 100 years – the result will probably be a sudden and uncontrollable decline in population and industrial capabilities.  It is possible to alter these growth trends and to establish a condition of ecological and economic stability that is sustainable into the future.
  • 8. It’s a world model: not distinguish between different parts of the world.  Ignores spatial distribution of population, resources, agriculture, industry and pollution.  People and resources do not always coincide with space. Their distribution and size are part of the world’s problem.  The model emphasizes exponential growth and not the rate of discovery of new resources or of new users of resources.