Monday, 18 March 2013

Overpopulation: The Future Crisis



In future, the human population will be expanded a few times than normal. This will lead to many environmental and sociological problems. Professor Guillebaud, Director of the British Antarctic Survey said: "We urgently need to stabilize and reduce human numbers. There is no way that a population of nine billion ‘the UN's medium forecast for 2050’ can meet its energy needs without unacceptable damage to the planet and a great deal of human misery."

  • The human population stands at 6.5 billion nowadays and is expected to rise to more than 9 billion by 2050.
  • By about 2030 India is expected to exceed China with nearly 1.5 billion people. 
  • Britain's population of 60 million is forecast to grow by 7 million over the next 25 years and by at least 10 million over the next 60 years, mainly through immigration. This is equivalent to the size of 57 towns of Luton, UK which equivalent 184,000 people in each town.
World energy consumption & predictions, 1970–2025
 data:image/jpeg;base64,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
Sources:
http://en.wikipedia.org/wiki/Overpopulation

http://library.thinkquest.org/26026/Environmental_Problems/overpopulation.html



No comments:

Post a Comment