19.5 - Investigating Populations Flashcards

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1
Q

What is abundance

A

The number of individuals of a species within a given area

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2
Q

Is it possible to identify and count every organism in a habitat

A
  • no
  • would be time-consuming and would almost certainly cause damage to the habitat being studied.
  • For this reason only small samples of the habitat are usually studied in detail.
    -As long as these samples are representative of the habitat as a whole, any conclusion drawn from the findings will be reliable
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3
Q

What are the 3 sampling techniques used when sampling habitats

A
  • Mark-release-recapture
  • systematic sampling (transect)
  • random sampling
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4
Q

What are the 2 types of quadrats used in sampling

A

1) Frame Quadrat
2) Point Quadrat

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5
Q

How does a point Quadrat work

A
  • Consists of a horizontal bar supported by two legs.
  • At set intervals along the horizontal bar are ten holes, through each of which a long pin may be dropped
  • Each species that the pin touches is then recorded.
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6
Q

How does a frame Quadrat work

A
  • a square frame divided by string or wire into equally sized subdivisions
  • It is often designed so that it can be folded to make it more compact for storage and transport.
  • The quadrat is placed in different locations within the area being studied.
  • The abundance of each species within the quadrat is then recorded
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7
Q

What are the three factors to consider when using quadrats:

A
  • the size of Quadrat to use
  • The number of sample quadrats to record within the study area
  • The position of each quadrat within the study area
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8
Q

Why do we need to consider the size of quadrat to use.

A
  • It will depend on the size of the plants or animals being counted and how they are distributed within the area.
  • Larger species require larger quadrats.
  • Where a population of species is not evenly distributed throughout the area, a large number of small quadrats will give more representative results than a small number of large ones.
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9
Q

Why do we need to consider the number of sample quadrats to record within the study area.

A
  • The larger the number of sample quadrats the more reliable the results will be.
  • As the recording of species within a quadrat is a time-consuming task a balance needs to be struck between the reliability of the results and the time available.
  • The greater the number of different species present in the area being studied, the greater the number of quadrats required to produce reliable results for a valid conclusion.
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10
Q

Why do we need to consider the position of each quadrat within the study area.

A

To produce statistically significant results a technique known as random sampling must be used.

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11
Q

sampling at random is important…

A
  • …to avoid any bias in collecting data.
  • Avoiding bias ensures that the data obtained are reliable.
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12
Q

What is random sampling used for

A
  • to estimate population size in a given area
  • organisms must be relatively evenly distributed in an area
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13
Q

Describe how you would do random sampling

A

1) Divide the area into a grid and assign each square coordinates
2) Use a random number generator (e.g. a calculator or random number table) to randomly pick numbers — avoids bias
3) Use the numbers as coordinates to place the quadrats, then record the species within them

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14
Q

What is transect sampling used for

A
  • measuring abundance and distribution of a species
  • it is a systematic technique that is more informative than random sampling
  • used to sample when organism distribution has spatial variation
  • usually looking at the effect of an abiotic factor on distribution of organisms
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15
Q

Describe who you would do transect sampling

A

1) A belt transect can be made by stretching a string or tape across the ground in a straight line.
2) A frame quadrat is laid down alongside the line and the species within it recorded at each measured interval
3) count or calculate the % cover of organisms in the quadrat
4) It is then moved its own length along the line and the process repeated.
5) This gives a record of species at each distance

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16
Q

Random sampling with quadrats and counting along transects are used to obtain

A

measures of abundance

17
Q

For species that don’t move around, it can be measured in several ways, depending on the size of the species being counted and the habitat. Examples include:

A
  • frequency
  • percentage cover
18
Q

Describe how you measure abundance for species that don’t move around using frequency

A
  • it is the likelihood of a particular species occurring in a quadrat.
  • e.g. if a species occurs in 15 out of 30 quadrats, the frequency of its occurrence is 50%.
  • This method is useful where a species, such as grass, is hard to count.
  • It gives a quick idea of the species present and their general distribution within an area.
  • However, it does not provide information on the density and detailed distribution of a species.
19
Q

Describe how you measure abundance for species that don’t move around using percentage cover

A
  • it is an estimate of the area within a quadrat that a particular plant species covers.
  • It is useful where a species is particularly abundant or is difficult to count.
  • The advantages in these situations are that data can be collected rapidly and individual plants do not need to be counted.
  • It is less useful where organisms occur in several overlapping layers (more probably plants)
20
Q

To obtain reliable results, it is necessary to ensure that the sample size is…

A
  • large
  • many quadrats are used and the mean of all the samples is obtained.
  • The larger the number of samples, the more representative of the community as a whole will be the results.
21
Q

What is Mark-release-recapture techniques used for

A
  • motile organisms.
  • Motile animals move away when approached.
  • They are often hidden and are therefore difficult to find and identify.
  • To estimate the abundance of these organisms, we need to use this technique
22
Q

How does the Mark-release-recapture technique work

A
  • A known number of animals are caught, marked in some way, and then released back into the community.
  • Some time later, a given number of individuals is collected randomly and the number of marked individuals is recorded.
  • The size of the population is then calculated as follows:
23
Q

What assumptions is the Mark-release-recapture techniques reliant upon

A
  • The proportion of marked to unmarked individuals in the second sample is the same as the proportion of marked to unmarked individuals in the population as a whole.
  • The marked individuals released from the first sample distribute themselves evenly amongst the remainder of the population and have sufficient time to do so.
  • The population has a definite boundary so that there is no immigration into or emigration out of the population.
  • There are few, if any, deaths and births within the population.
  • The method of marking is not toxic to the individual nor does it make the individual more conspicuous and therefore more liable to predation,
  • The mark or label is not lost or rubbed off during the investigation
24
Q

Anecologist was estimating the population of sandhoppers on a beach. One hundred sandhoppers were collected, marked and released again, A week later 80 sandhoppers were collected, of which five were marked. Calculate the estimated size of the sandhopper population on the beach. Show your working.

A

100 x (80 divided by 5) = 1600

25
Q

When using the mark-releaserecapture technique, explain how each of the following might affect the final estimate of a population.
A) The marks put on the individuals captured in the first sample make them more easily seen by predators and so proportionately more are eaten than unmarked individuals.

A

Population over-estimated (appears larger) as there will be proportionally fewer marked individuals in the second sample.

26
Q

When using the mark-releaserecapture technique, explain how each of the following might affect the final estimate of a population.
B) Between the release of marked individuals and the collection of a second sample an increased birth rate leads to a very large increase in the population

A

Population over-estimated / appears larger as there will be proportionally fewer marked individuals in the second sample because all the ‘new’ individuals will be unmarked.

27
Q

When using the mark-releaserecapture technique, explain how each of the following might affect the final estimate of a population.
C) Between the release of marked individuals and the collection of a second sample, disease kills large numbers of all types of individual.

A

No difference because the proportion of marked and unmarked individuals killed should be the same.

28
Q

Ina mark-releaserecapture exercise, a sample of 120 woodlice were marked. After five days a second sample of 120 woodlice were collected. The population size was found to be 960. Calculate the number of marked woodlice that there were in the second sample.

A

(120 x 120) divided by 960 = 15