Exam 2 Lecture 11 Flashcards

(52 cards)

1
Q

What processes determine currentpopulation size (Nt)?

A

1

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2
Q

What effects the rate of Change?

A

N(t-1) 2

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3
Q

What does this question help us determine? What processes determine future population size?

A

3

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4
Q

Life table numbers that must be observed

A

Number alive and fecundity

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5
Q

calculate survivorship (lx)

A

alive / # started in cohort

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6
Q

calculate mortality rate (mx)

A

Mortality from one period to the next: 1-survival rate(sx)

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7
Q

calculate survival rate (sx)

A

Survivorship from one period to the next: survivorship from next age class/survivorship from this age class

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8
Q

calculate Net reproductive rate (R0)

A

5 Sum (∑) of the average number of offspring produced by each individual in each age class(mx), weighted by the proportion surviving in each age class (Lx)

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9
Q

What is a fecundity schedule

A

Fecundity schedule = age-specific birth rates over lifespan;

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10
Q

calculate the fecundity schedule7

A

6

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11
Q

R0>1

A

population is growing

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12
Q

R0​=1

A

population is stable

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13
Q

R0​<1

A

population is decreasing

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14
Q

R0=∑Lxm<span>x</span>

  1. What is R0<span>?</span>
  2. What is L<span>x?</span>
  3. What is m<span>x</span>
A

R0=∑Lxm<span>x</span>

  1. R0 is the avg number of offspring produced/indiviual lifetime
  2. L<span>x is the survivorship for the age class</span>
  3. m<span>x </span>is the average number of offspring produced for the age class
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15
Q

what is a fecundity schedule?

A

lxmx for each age class

1

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16
Q

What is a Geometric rate of increase for non-overlapping generations?

A

Future population size divided by current population size

2

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17
Q

Calculate the future population size for a non-overlapping generation

A

multiply the current population by the net reproductive rate

3

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18
Q

4

A

5

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19
Q

What else will increase with geometric growth rate?

A

fecundity (mx)

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20
Q

1

A

7

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21
Q

How does reproductive rate affect population growth?

A

With lower reproduction, there are less decendents
with higher reproduction, there are more decendets

2

22
Q
# define Generation Time (T)
T is used for
A

average time from birth to when an organism reproduces\

or

average age of first ime mothers

OVERLAPPING GENERATIONS

23
Q

Formula for geneartion time

A

T=∑XLxmx/R0

Lx=Survivorship

Mx=Birth Rate

Lxmx=Fecundity schedule

X=age class

R0=net reproductive rate

24
Q

Define r and when iti is used

A

The per capita rate of population growth
used for OVERLAPPING GENERATIONS

25
formula for per capita rate of population growth
r=Ln(R0)/T Ln=natural logarithm R0=net rate of reproduction T=Generation time=∑XLxmx/R0 FOR OVERLAPPING GENERATIONS
26
r\>0
popoulation is growing
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r=0
popoulation is stable
28
r\<0
popoulation is declining
29
How does generation time affect population growth?
OVERLAPPING GENERATIONS 3 Same time span, same reproductive rate, longer generation time, fewer individuals
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λ vs r: Measures
31
λ vs r: Used to model
32
λ vs r: What is it?
33
λ vs r: Estimated by
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λ vs r: population doesn't change when
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λ vs r: population increases when
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λ vs r: population decreases when
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1
2
38
Body size is\_\_\_\_\_\_\_\_\_with generation time
positively correllated 3
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Unrestricted population growth is...
exponential 4
40
Human population growth is....
"exponential" 5
41
Environemtnal factors \_\_\_\_\_\_\_growth
limit exponential 6
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Density-dependent factor examples
Disease, resource competition, predation
43
Density independent factor examples
Natural disasters (e.g., flood, hurricane)
44
Define Density dependent factors
Influence a population in proportion to its size Negative feedback; Population regulation
45
define Density independent factors
Influence a population regardless of population size ## Footnote Influence growth rate, but do not regulate population
46
logistic population growth curve
Sigmoid (S-shaped) population growth curve
47
Define logistic population growth
Reflects the carrying capacity (the K in K-selected species
48
Nesting sites are limited to a particular species of tree
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Equation for a Logistic population growth curve
dN/dt = rN(1-N/K) dN/dt is instantatneous growth rate rN is exponential growth (1-N/K) is limits on exponential growth made by K
50
When does the right side of the equation equal 0
When N nears K
51
Where is population growth rate the highest?
9
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