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Published byEmily Freeman Modified over 6 years ago
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Population Growth Calculations: Exponential Growth, Rule of 70 & Doubling Time
Ch. 6
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How Has Human Population Changed Over Time?*
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Human Population is Growing Exponentially*
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Exponential Growth When a quantity increases at a fixed percentage per unit of time. Example: 2% per year
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Exponential Growth Example
$100 invested at 7% a year annual compound interest will double in 10 years
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Exponential Growth Example
Applies to populations too! If a population grows at 7%/year it will double in 10 years! 100 people, 10 years = 200, 20 years = 400, 40 years = 800. With doubling time and population growth, things get bad in a hurry.
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Doubling Time The time it would take for population to double if it were growing exponentially at a constant rate.
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Rule of 70 A trick to estimate population doubling Doubling Time (years) 70 = % Growth Rate
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Population Density
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Birth or Death Rate
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Population Growth Rate (r)
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