Population Growth 2
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Questions and Answers

What describes the 'intrinsic rate of increase' in a population?

  • It indicates a decrease in the population over time.
  • It is primarily determined by environmental factors.
  • It occurs under ideal conditions of unlimited resources. (correct)
  • It represents a linear increase in population size.
  • What shape does the population growth curve take under fixed conditions in a lab experiment?

  • An 'S' shape (correct)
  • An inverted U-shape
  • A circular pattern
  • A straight line
  • Which organism is mentioned as having a simple logistic curve due to its reproductive method?

  • Daphnia magna
  • Drosophila
  • Yeast
  • Paramecium (correct)
  • What is the primary limit on the population of Drosophila in a lab setting?

    <p>The rate of yeast reproduction</p> Signup and view all the answers

    What phenomenon occurs when a population temporarily exceeds its carrying capacity?

    <p>Overshoot</p> Signup and view all the answers

    Which factor can cause the young of a species to experience higher mortality rates despite initially having sufficient food?

    <p>Food supply change</p> Signup and view all the answers

    Which statement accurately characterizes the carrying capacity?

    <p>It denotes the maximum population that can survive under fixed conditions.</p> Signup and view all the answers

    During which process do yeast cells produce ethanol that can be harmful to them?

    <p>Anaerobic respiration</p> Signup and view all the answers

    What is the term for the maximum number of individuals of a population that may be supported by environmental conditions?

    <p>Carrying capacity</p> Signup and view all the answers

    What role do limiting factors play in an ecosystem?

    <p>They are critical factors that restrict population growth.</p> Signup and view all the answers

    What happens when reindeer populations are introduced without predators?

    <p>Mass starvation may result.</p> Signup and view all the answers

    Which factor does not typically control wild populations according to the information?

    <p>Starvation</p> Signup and view all the answers

    In what scenario is mass starvation observed in wild populations?

    <p>Carrying capacity is exceeded.</p> Signup and view all the answers

    Which statement accurately describes the logistic curve in wild populations?

    <p>They can oscillate due to various environmental factors.</p> Signup and view all the answers

    What primarily affects the cormorant populations on different islands?

    <p>The availability of nesting sites</p> Signup and view all the answers

    What common occurrence happens to bird populations in various temperate regions during cold winters?

    <p>They show significant fluctuation in numbers.</p> Signup and view all the answers

    In which situation would populations of ibex not stabilize even after hunting is banned?

    <p>Due to extreme climate conditions affecting food availability.</p> Signup and view all the answers

    What is a potential result of a population explosion followed by mass starvation?

    <p>Repeated cycles of growth and decline.</p> Signup and view all the answers

    Study Notes

    Population Growth 2

    • Population growth under ideal conditions (unlimited space and food) increases geometrically.
    • Real-world conditions are not ideal, limiting factors affect growth.
    • In a laboratory setting, environments are often fixed, leading to logistic growth ("S" curve).
    • The carrying capacity is the maximum population size that a given environment can support.
    • The logistic growth model demonstrates that populations level off when resources become limited.
    • Geometric growth is represented by the equation Nt = N0λt, where Nt is the population size at time t, N0 is the initial population size, and λ is the per capita rate of increase.
    • Exponential growth is represented by the equation Nt = N0ert, where Nt is the population size at time t, N0 is the initial population size, r is the per capita rate of increase, and t is time.
    • Logistic growth can be modeled by the equation dN/dt = rN(1 – N/K), where N is the population size, r is the per capita rate of increase, and K is the carrying capacity.

    Logistic Curves in Lab Experiments

    • The Drosophila (fruit fly) population is limited by the yeast it consumes, as yeast reproduce at a consistent rate.
    • Yeast populations also follow a logistic curve.
    • High ethanol concentrations are toxic to young yeast, allowing only older yeast to survive.
    • Simple logistic growth models assume unchanging environmental conditions and no stage structures (like larvae).

    Overshoot

    • Populations may temporarily exceed carrying capacity (overshoot), especially in organisms with distinct life stages.
    • This overshoot occurs when young organisms use a different food source compared to adults and the adults cause a food scarcity and die-off.

    Wild Populations

    • Stable carrying capacity doesn't often occur in nature.
    • Instead, populations often fluctuate due to factors beyond starvation.
    • Predation, parasitism, and disease are crucial factors influencing wild population sizes.
    • Examples of reindeer on islands and Daphnia in a Canadian lake illustrate population crashes and recoveries rather than stable carrying capacity.

    Climate

    • Extreme climate events can greatly impact populations, such as cold winters for birds and Ibex in Switzerland.
    • These populations do not always have a stable carrying capacity.
    • Irregular population sizes may be due to the weather or climate and its impact.

    Lack of Nesting Sites

    • Some populations have limited carrying capacities due to insufficient nesting sites, impacting their growth and abundance.
    • Cormorants on the Great Lakes, for example, are affected by the amount of nesting sites

    Rainfall

    • Water availability affects carrying capacity in different ways across various locations.

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    Description

    This quiz explores population growth models, comparing geometric and logistic growth in real-world scenarios. It discusses ideal conditions, carrying capacity, and the mathematical equations that represent these growth patterns. Test your knowledge on how populations behave under different environmental constraints.

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