Lecture 3 - Trade-offs and Density Dependance Flashcards

1
Q

How can population growth be increased? [3]

A

Population growth can be increased by:

Increased survival

Increased reproduction

Decreased generation time

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2
Q

How does egg quality vary with clutch number? [2]

A

Typically, fewer eggs result in healthier eggs.

More eggs result in lighter, more vulnerable eggs.

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3
Q

Why may a larger clutch size be beneficial? [1]

A

A smaller clutch size reduces the chance of total wipeout due to predation.

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4
Q

Why may a smaller, healthier egg clutch be beneficial? [1]

A

For harsh conditions, higher quality eggs may be optimal.

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5
Q

What is a Leslie matrix? [1]

A

A growth rate table that helps measure population growth via lambda (λ)

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6
Q

What’s the most important thing to λ rates? [1]

A

Adult survival seems to be hte most important feature.

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7
Q

How do you measure change in population size via two time points? [1]

A

Births during time - deaths during time interval.

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8
Q

What four factors are required for exponential population growth? [4]

A

A population of few individuals.

In an environment with no limiting factors.

No restriction on available energy.

No restriction on growth or reproduction.

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9
Q

What does the equation dN/dt = bN - dN mean?

Use b = 0.034 and d - 0.016 in a population size of 1000 to calculate this.
[2]

A
b = birthrate
d = death rate
N = birth number

dN/dt = Change in population per change in time, which is the same as bN - dN.

bN - d N
(0.034)(1000) - (0.016)(1000)
34 - 16 = 18

So there’s 18+ in population growth in this example.

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10
Q

What does ‘r’ mean in population growth rates? [1]

A

It’s is the intrinsic rate of increase

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11
Q

What do r values of 0.1, -0.2 and 0 mean? [3]

A

A r value of 0.1 indicates growth.

A r value of 0 indicates no population change.

A r value below 0 indicates a declining population.

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12
Q

How did sea otters show exponential population growth? [1]

A

1911 there was a few thousand.

By 1941 there was an increase to 100,000

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13
Q

What’s K? [1]

A

Carrying Capacity, a limitation.

Populations are pushed towards the ‘equilibrium’ value if they go outside the limits.

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