8.3: Demography Flashcards

1
Q

What is demography?

A

The study of vital statistics of populations and how they change over time

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2
Q

What is a life table?

A

An age-specific summary of the survival pattern of a population

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3
Q

What is a life table represented by?

A

A survivorship curve

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4
Q

What are the three types of survivorship curves?

A

Type I, II, III

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5
Q

What is a type I curve?

A
  • low death rate during early/middle life and high death rate later in life
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6
Q

What is a type 2 curve?

A
  • constant death rate over the lifespan of the organism
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7
Q

What is a type III curve?

A
  • high death rate early in life and lower death rate for those that survive early life
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8
Q

Which formula measures the per capital rate of increase in population size?

A

Dn/dt= B-D

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9
Q

What are the two models for population growth?

A

Exponential and logistic growth models

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10
Q

What is the exponential growth model? (2)

A
  • a population living under ideal conditions (ie. easy access to food, abundant food, free to reproduce, etc.)
  • population grows rapidly
    Note: no limits, unlimited resources
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11
Q

In the exponential growth model, at what rate does the population grow? What type of curve does this represent on the graph?

A
  • constant rate of growth

- j-shaped curve

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12
Q

What is the population growth rate formula for exponential growth model?

A

dn/dt= rmaxN

  • rmax is the maximum per capita growth rate of the population
  • N is the population size
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13
Q

What is the logistic growth model?

A

The per capita rate of increase approaches zero as the population size nears its carrying capacity

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14
Q

What is carry capacity?

A
  • the maximum population size of a species that can be sustained by that environment (enough food, water, etc.)
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15
Q

What occurs to the resource availability in logistic growth?

A
  • the density of individuals exceeds the system’s resource availability
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16
Q

What is the formula for population growth rate for logistic growth?

A

dn/dt= rmaxN[(k-N)/k)

  • k is carrying capacity
  • rmaxN is exp. Growth
17
Q

What does (K-N) do when we get closer to carrying capacity?

A

Slows down the growth rate

18
Q

Exponential growth implies that there are unlimited resources. How can we modify exponential growth to be more representative of a real situation with limits?

A

Logistic growth