Chapter 11 ecology: Population Growth and Regulation

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66 Terms

1
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What four processes change population size?

Births and immigration add individuals; deaths and emigration remove them.

2
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What does intrinsic growth rate (r) represent?

Maximum potential per capita population growth under ideal conditions.

3
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What happens when r is negative?

Population declines; deaths exceed births in the simple closed-population model.

4
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What does dN/dt = rN tell us?

Total growth depends on both per capita growth rate and population size.

5
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Same r, but N doubles. What happens to dN/dt?

It doubles in the exponential model.

6
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Why does exponential growth form a J-shaped curve?

More reproducing individuals cause larger absolute increases over time.

7
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What distinguishes geometric from exponential growth?

Geometric uses discrete intervals; exponential models continuous growth.

8
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What does λ > 1 mean?

Population increases between measured intervals.

9
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What does λ = 1 mean?

Population size stays constant; births and deaths may still occur.

10
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What does λ < 1 mean?

Population declines between measured intervals.

11
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How are λ and r related?

λ = eʳ; therefore λ = 1 corresponds to r = 0.

12
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How does a larger positive r affect doubling time?

Doubling time decreases; population doubles sooner.

13
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What makes a factor density-independent?

Its effect does not depend on population density; e.g., a severe freeze.

14
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What is negative density dependence?

Per capita growth decreases as density increases.

15
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What is positive density dependence?

Per capita growth increases as density increases, often at low densities.

16
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Why can very sparse populations reproduce poorly?

Mate or pollen limitation may produce an Allee effect.

17
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Can one population experience both types of density dependence?

Yes. Low-density benefits can give way to high-density competition.

18
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Why is competition for nesting sites density-dependent?

More individuals compete for limited sites, potentially lowering reproduction.

19
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Are mutations automatically density-dependent factors?

No. Mutation occurrence does not automatically depend on crowding.

20
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What is self-thinning in plants?

Competition causes some plants to die while surviving individuals grow larger.

21
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What does carrying capacity K represent?

Population size the environment can sustainably support under given conditions.

22
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Additional nesting habitat is created. What happens to K?

K can increase because more individuals can be supported.

23
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Habitat is destroyed but N initially stays the same. What happens?

K can fall below N, causing negative growth in the logistic model.

24
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What does (1 − N/K) represent in logistic growth?

A density-limitation term that approaches zero as N approaches K.

25
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What happens when N is much smaller than K?

Density limitation is weak; logistic growth resembles exponential growth.

26
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What happens when N = K?

Net population growth is zero in the standard logistic model.

27
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What happens when N > K and r > 0?

The logistic model predicts population decline toward carrying capacity.

28
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Where is total logistic growth fastest?

At N = K/2, the inflection point of the S-shaped curve.

29
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Why isn't total growth fastest at very low N?

Resources are abundant, but relatively few individuals are reproducing.

30
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Total vs. per capita logistic growth: how do their graphs differ?

Total growth is hump-shaped; per capita growth declines with N.

31
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What does Figure 11.1's steepening J-curve indicate?

Absolute population growth accelerates under a constant positive r.

<p>Absolute population growth accelerates under a constant positive r.</p>
32
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What does Figure 11.2's seasonal breeding pattern indicate?

Discrete breeding pulses make geometric growth a useful model.

<p>Discrete breeding pulses make geometric growth a useful model.</p>
33
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<p>What does Figure 11.7's fruit fly experiment demonstrate?</p>

What does Figure 11.7's fruit fly experiment demonstrate?

More crowding reduces offspring production per pair through competition.

34
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Why can one island stabilize while regional abundance rises?

The first island reaches local K while populations grow or colonize elsewhere.

35
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<p>What does Figure 11.11's cowslip example illustrate?</p>

What does Figure 11.11's cowslip example illustrate?

Small, sparse plant populations can have reduced reproduction from pollen limitation.

36
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<p>What is the key lesson of Figure 11.14?</p>

What is the key lesson of Figure 11.14?

Logistic growth accelerates, peaks in slope, then slows toward K.

37
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<p>What is the key lesson of Figure 11.15?</p>

What is the key lesson of Figure 11.15?

Overall growth peaks at K/2, while per capita growth falls with density.

38
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What is age structure?

The proportions of individuals in different age classes.

39
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Does stable age distribution mean constant population size?

No. Age proportions can remain stable while total population size changes.

40
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What does a broad base on an age pyramid suggest?

Many young individuals, indicating potential future population growth.

41
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What is a Type I survivorship curve?

High early and middle survival, with mortality concentrated later.

42
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What is a Type II survivorship curve?

Approximately constant proportional mortality risk across ages.

43
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What is a Type III survivorship curve?

High early mortality followed by lower mortality among survivors.

44
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What does height on a survivorship graph represent?

The proportion of the original cohort still alive at that age.

45
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What does a flatter log survivorship curve indicate?

Lower proportional mortality across that age interval.

46
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What does the life-table column x represent?

Age class or life-history stage.

47
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What does nₓ represent?

Number of individuals alive at age x.

48
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How do you calculate survival rate sₓ?

sₓ = nₓ₊₁ / nₓ; survival from one age to the next.

49
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How do you calculate survivorship lₓ?

lₓ = nₓ / n₀; fraction of the original cohort still alive.

50
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Why is l₀ always 1?

All members of the starting cohort are alive at its initial age.

51
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What does fecundity bₓ mean?

Average daughters produced per surviving female at age x.

52
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What does lₓbₓ represent?

Survival-weighted reproductive contribution at age x.

53
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How is net reproductive rate R₀ constructed?

Sum all age-specific lₓbₓ contributions.

54
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What does R₀ > 1 indicate?

Females more than replace themselves under the life-table assumptions.

55
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What does R₀ < 1 indicate?

Females do not fully replace themselves under the life-table assumptions.

56
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Juvenile survival falls; bₓ stays constant. What happens to R₀?

R₀ decreases because fewer individuals reach reproductive ages.

57
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Why can high fecundity fail to produce high reproductive contribution?

Few individuals may survive long enough to reproduce.

58
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What does x lₓ bₓ contribute to estimating?

Generation time, by weighting reproductive contribution by age.

59
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How can earlier reproduction affect population growth?

Shorter generation time can increase growth per unit time at the same R₀.

60
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What defines a cohort life table?

Follows individuals born together through their lives.

61
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What defines a static life table?

Estimates age-specific survival and reproduction from a single-time snapshot.

62
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How does age-structured census projection differ from a cohort table?

Projects all age classes forward, rather than tracking one birth cohort.

63
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Where do survivors appear in next year's census?

In the next older age class.

64
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Where do newly produced offspring appear in next year's census?

In age class 0.

65
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What is the first step in projecting survivors to the next census?

Multiply current age-class abundance by its interval survival rate.

66
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Why might adult survival be important for sea turtle conservation?

Surviving adults can reproduce repeatedly; losing them removes future reproduction.