Analyzing Populations

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16 Terms

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Identify and describe the three ways to analyze population size

  1. Counting = Works well for large visible relatively stationary organisms

  2. Population Sampling = Grid out square meters randomly thought field, find average number of plants per square meter and multiply by square meter of field

  3. Mark-Recapture Method = Set traps, count/mark/tag what you caught, release them, come back later and recapture

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Population Growth Rate Equation

Change in population size over change in times equals birth rate minus death rate (add immigration and subtract emigration)

  • dN = change in population size

  • dt = change in time

  • B = birth rate

  • D = death rate

<p>Change in population size over change in times equals birth rate minus death rate (add immigration and subtract emigration)</p><ul><li><p><em>dN</em> = change in population size</p></li><li><p><em>dt</em> = change in time</p></li><li><p>B = birth rate</p></li><li><p>D = death rate</p></li></ul><p></p>
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Survivorship Curve I

Most losses occur at older ages; most fatality for elderly; K-selected

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Traits of K-Selected Species

  • In Survivorship Curve I

  • Longer life span

  • Fewer offspring

  • Iteroparity = multiple reproductions

  • Parental care

  • Larger sized animals

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Survivorship Curve II

Equal chance of death at any time

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Survivorship Curve III

Lots of offspring though most dies; those that survive live long; r-selected species

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Traits of r-Selected Species

  • Lots of offspring

  • Semelparity = single reproduction

  • No parental care

  • Shorter life span

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Exponential Growth

Slow initial growth (lag phase) then rapid increase of growth and will either experience a population crash or develop logistic growth

  • R-selected species

  • Survivorship Curve III

  • Does not go on forever - will eventually hit a limiting factor

  • Intrinsic rate of increase = maximum rate of reproduction

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Conditions for Exponential Growth

  • Ideal conditions for population

  • All needed resources in abundance (food, water space)

  • No predators, competition, disease, natural disaster

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Exponential Growth Equation

Change in population size over change in time equals the maximum per Capita growth rate of a population times population size

  • dN = change in population size

  • dt = change in time

  • rmax = maximum per Capita growth rate of population

  • N = population size

<p>Change in population size over change in time equals the maximum per Capita growth rate of a population times population size </p><ul><li><p><em>dN</em><strong><em> </em></strong>= change in population size</p></li><li><p><em>dt</em> = change in time</p></li><li><p>r<sub><sup>max</sup></sub><sup> </sup> = maximum per Capita growth rate of population</p></li><li><p>N = population size</p></li></ul><p></p>
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Cull the herd

Remove the weak, keeping remaining healthy and strong

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Carrying Capacity (K)

The maximum number of organisms the population can sustain

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