Lecture 8: Unregulated Population Growth Flashcards

1
Q

r-selected
time to maturation
relative #offspring
parental care
lifespan
#reproductive events
offspring survivorship

A

short
many
little or none
short
many
low

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2
Q

k-selected
time to maturation
relative #offspring
parental care
lifespan
#reproductive events
offspring survivorship

A

long
few
lots
long
few
high

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3
Q

size versus number tradeoffs between dandelion and coconut palms

A

dandelions have lots of smalls seeds, coconut palm has few large seeds

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4
Q

semelparity

A

organisms that only reproduce once

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5
Q

iteroparity

A

species that reproduce multiple times ( most plants )

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6
Q

under what conditions would you expect long living organisms to be semelparous

A

environments with less resources needed for reproduction and where optimal conditions for offspring survival is infrequent.

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7
Q

Unregulated populationg rowth can be considered under two groups which are

A

geometric population growth, and exponential population growth

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8
Q

geometric population growth

A

population grow in discrete time intervals, populations reproduce synchronously

discreme geometric growth example: 1, 2, 4, 8, 16, 32, 64…

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9
Q

exponential population growth

A

populations grow continuously, generations overlap (humans grow continuously)

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10
Q

rdeltaD

A

the contribution that an average member of the population makes to the population size during the time interval deltat (per capita change in population size)

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11
Q

What drives change in the size of the entire population

A

deltaN/deltat = Births-Deaths
(deltaN=population size, deltat=time interval)

aka deltaN/deltat=R

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12
Q

What is R in the equation deltaN/deltat=R

A

the difference between the number of births and number of deaths that occur in the time interval which is the NET REPRODUCTIVE RATE

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13
Q

how do we calculate change in population size over time

A

deltaN/deltat=R and R= rdeltatN

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14
Q

what is the change in population size with exponential growth written as?

A

deltaN/deltat=rdeltatN

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15
Q

how do we calculate change in population size over time with geometric growth

A

Nt+1 = lambdaNt
Nt=population size after t generations
Nt+1= population size after t+1 generations
lambda= geometric growth rate of increase

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16
Q

When lambda < 1 or r < 0

A

the popuplation size decreases

17
Q

when lambda > 0 or r > 0

A

the population increases in size

18
Q

when lambda = 1 or r=0

A

the population size does not change

19
Q

is the r constant for exponentially growing populations?

A

yes, the r value is constnt and unaffected for exponentially growing populations

20
Q

little r is used for

A

populations undergoing exponential growth increasing at an instant at a time