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Overpopulation Overpopulation

Overpopulation - PowerPoint Presentation

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Overpopulation - PPT Presentation

Global Issue Presentations 20132014 What is the overpopulation issue Man begets but land does not beget Cecil Rhodes Increasing population Decreasing resources Population density Population is higher than the carrying capacity ID: 580921

population billion growth 000 billion population 000 growth 011 rate future nations 429 2062 carrying years overpopulation world capacity

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Slide1

Overpopulation

Global Issue Presentations 2013-2014Slide2

What is the overpopulation issue?

“Man begets, but land does not beget”-Cecil Rhodes

Increasing population

Decreasing resourcesPopulation densityPopulation is higher than the carrying capacity

What is overpopulation?Slide3

The world population is increasing along with the average life expectancy.

Life Expectancy76 – 2045-205082 – 2095-210089 – 2100 in developed nations

(World Population Prospects: the 2012 Revision)

United Nations

The IssueSlide4

7 billion – October 31

st 2011 (United Nations)

Growth rate:Worldometers – 1.1%

CIA World Factbook (2012) – 1.095%

+80 million per year

Growth rate peak – 2.19% in 1963

StatisticsSlide5

StatisticsSlide6

1 billion – 1804

2 billion – 19273 billion – 19604 billion – 1974

5 billion – 19876 billion – 19997 billion – 2011

Previous milestones Slide7

Sigmoid Population GrowthSlide8

Human Population Growth

Source:

Worldometers.infoSlide9

+1 billion in the next 12 years

8.1 billion – 20259.6 billion – 2050Developing regions5.9 billion – 8.2 billion (2013-2050)

China and India: 1.45 billion (2028)50% of population growth: AfricaStabilize at 10 billion - 2062

Predictions (United Nations)Slide10

Carrying capacity – 10 billion (2062)

+75 – 80 million per yearCurrent population 7 billion

75,000,000/7,000,000,000 = 0.0107 x 100 = 1.07%80,000,000/7,000,000,000 = 0.0114 x 100 = 1.14%

MathematicsSlide11

Future Population = N=N

0ekt

Time =

Rate =

Exponential Growth and DecaySlide12

l

n = natural logarithm: log to the base

ee = an irrational number (2.7182818…) (Euler)

t = time

k or r = growth rate (births – deaths)N =

future population

N

0

=

initial population

Variables ExplainedSlide13

Finding the time that the population will reach 10 billion (carrying capacity).

Calculations

10=7

e

(0.011)(t)

1.429=e

(0.011)(t)

ln

(1.429)=

ln

(e

(0.011)(t

)

)

ln

(1.429)=0.011

t

ln

(

1.429)/0.011 =

t

t

≈ 32.452

Property of Logarithms:

l

n

(e

x

) = xSlide14

Future population =

N=N0e

kt10 = 7e(0.011)(32.452)

= 10.003

Verifying Calculations

Future population (billions)

Current population (billions)

Growth rate

Time (from previous calculation)Slide15

UN – 2062-2013 = 49 years

N=N

0ekt

7e(0.011)

(49) =12 billion

ln

(10/7)/49=0.00727

If the population will reach 10 billion in 49 years, the average growth per year will be 0.7%

UN Estimates