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Published byMckenna Culverwell Modified over 2 years ago

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**1. Which of the following statements about conventional life tables is NOT true?**

They were first used by life insurance companies to estimate human survival patterns They show the age-specific death rates for a population They are used to predict population growth They can be used to construct survivorship curves They are often constructed by following a cohort from birth to death.

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2. To measure the population density of monarch butterflies occupying a park, 100 butterflies are captured, marked with a small dot on a wing, and then released. The next day, another 100 butterflies are captured, including the recapture of 20 marked butterflies. One would correctly estimate the population to be 2000 5000 1000 200 500

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**- POPULATION GROWTH To predict how populations**

will increase or decrease, need a mathematical model. + births - DENSITY deaths

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**Models of Population Growth:**

1) Exponential Growth Model - assumes continuous breeding assumes during each and every time interval there is a possibility of births and deaths

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**Exponential Growth Model**

Change in population size (N) during a fixed time interval (t): N/ t = (b - d)N b = births, d = deaths, N = current population size (b – d) = r r = the “intrinsic rate of natural increase” or the “per capita rate of increase”

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**Exponential Growth Model**

dN/dt = rmaxN rmaxN allows us to calculate the number of new individuals added to a population in each generation: if rmax > 0, the population is growing if rmax < 0, the population is declining if rmax = 0, the population is stable

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**Exponential Growth Example**

If b = 30/1000 = .03 d = 10/1000 = .01 rmax = b – d = rmax = .02 N = 10,000 Then dN/dt = rmaxN = .02(10,000) = 200 new individuals N2 = 10,200 if we do this again, N3 = 10, new, etc.

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**Exponential Growth Model**

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**Exponential Growth in Elephants in Kruger National Park**

1900 1920 1940 1960 1980 Year 2,000 4,000 6,000 8,000 Elephant population

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BUT NO POPULATION CAN GROW FOREVER!!! As density increases, intraspecific competition for resources increases, so births decrease and deaths increase. We have to take density into account!

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**Models of Population Growth:**

1) Exponential Growth Model 2) Logistic Growth Model

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Logistic Growth Model Takes density into account mathematically… dN/dt = rmaxN (K – N) K K = ‘carrying capacity’, maximum stable population size that the environment can support

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Logistic Growth Model

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The exponential growth model describes the increase in population size of a population that is not constrained by resources or space. The graph shows the elephant population in Kruger National Park, which appears to have been reproducing exponentially from 1900 to From this graph, you can tell that A) none of the elephants died. B) a female elephant living around was more likely to have a baby than a female elephant living around 1920. C) the elephants adapted to the new park conditions around 1955. D) the vegetation the elephants eat could support more than 5,000 elephants. E) the more elephants there are, the more tourists will visit the park. Answer: d

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**When will we reach our carrying capacity**

and what factors will limit our growth?

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**Estimates of world carrying capacity range from**

10-15 billion, though very difficult to estimate. One recent technique: “Ecological footprint” compares supply vs demand for ecologically productive areas

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Ecological Footprint Ecological footprint measures the amount of arable land, pasture, forest, ocean, built-up land, and fossil energy land needed to support one person

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**Most ecologists agree that people should not be using more than 1**

Most ecologists agree that people should not be using more than 1.7 ha of resources if they want to be sustainable. People in the United States use an average of 10 ha. This implies that A) the ecological footprint concept is flawed. B) the U.S. has more land than other countries do. C) U.S. rates of resource consumption are too high. D) U.S. people are happier. E) U.S. people are less likely to emigrate. Answer: c

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**Ecological Footprint Relative to Ecological Capacity**

16 14 12 10 8 6 4 2 New Zealand Australia Canada Sweden World China India Available ecological capacity (ha per person) Spain UK Japan Germany Netherlands Norway USA Ecological footprint (ha per person) U.S. is in ecological deficit – we have an ecological footprint of 8.4 ha / person (it takes 8.4 ha to support us) but we have only 6.2 ha per person Countries in red are in ecological deficit; Countries in black still have resource surpluses

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1234567891011121314151617181920 2122232425262728293031323334353637383940 41424344454647484950 1. K = 0.09 2. K = 0.0009 3. K = 100.

1234567891011121314151617181920 2122232425262728293031323334353637383940 41424344454647484950 1. K = 0.09 2. K = 0.0009 3. K = 100.

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