Animal
Population Survey: Tag and Recapture
Introduction:
Scientists often need to know
about the conditions of an area. In order to accomplish this task they survey
and map the land, test the water, investigate the soil and rocks, and survey
and count the local populations of plants and animals. Because many animals are constantly moving
around and hiding from humans, it is difficult to count them.
How do biologists determine
the population of a species in a particular area? There are a variety of ways
that it can be done, however the most common method involves tagging. With tag and recapture, instead of counting every animal, you capture a group of animals and tag them and then
release them. Then, after some time has
passed for the animals to return to their environment and to
"redistribute" themselves, you capture another group of the same kind
of animals and see how many of them were previously captured and tagged. We would expect that these sample percentages
should vary "around" the true population percentage. Using this assumption, you can calculate the
approximate population size.
Biological Sampling: Tag & Recapture
Materials: goldfish crackers markers plastic cups (2 oz.)
plastic
sandwich bags
Procedure:
Each of the teams in class has
a population of cheddar "goldfish" in front of them. Your goal is to
approximate the size of your population using the same tagging and sampling
methods that biologists use. The directions are as follows:
1. Each group should have a bag with approximately I measuring cup (8 oz) or large drink cup (8‑16 oz.) of fish, a small cup, a marker, and the data table.
2. "Capture" a small cup full of fish. This will be your tagged group. Count and mark these fish. Record the captured amount on the data page as "total number tagged".
3. Return the captured group
to the bag and shake the fish up.
4. Capture a small cup full of fish. This is a recapture; try to make it the same size as your original capture. Count how many fish you captured this time (tagged and untagged) and how many of them were tagged. Record this information in you data table.
5. Repeat step #4 nine more
times, recording the numbers caught in the data table.
6. Find the sum (add up) of
the tagged column and the sum of the captured column.
7. Find the average of the
tagged and captured column by dividing the sum by the number of samples.
8. Use the proportion formula
to find the total number in the population.
9. Count the number of
"goldfish" that were actually in the bag and compare that to your
estimate.
How do we predict our
population size? Well, we expect that the sample percent tagged should vary
fairly closely around the true population proportion of originally tagged fish.
Using ratios from Algebra, we can do the following:
# originally
tagged
![]()
= mean sample percent tagged ( X )
total
population (p)
Solving
the equation above, one gets the following results:
# tagged # tagged
![]()
=
X
therefore p =
p X
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SAMPLE # |
# OF TAGGED
FISH |
TOTAL # OF
FISH |
%
RECAPTURED |
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1 |
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5 |
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8 |
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10 |
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11 |
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12 |
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Using your information, find
the predicted population size. Now,
count your entire population and determine how close your estimate was:
Actual Population: __________________________
% Error: __________________________________
Problems and Discussion:
I am sure that you didn't
predict your actual population exactly. Consider the following questions as you
think about your results.
a) What could cause your results to be off from the actual
population?
b) How would sample size and population size affect these
results?
c) How would the number of samples affect these results?
d) If you were predicting a large population (as in a real
pond) would the number you were off really have been that bad relatively
speaking?
e) What concerns
should a biologist have about a specie’s habits before
he/she uses this method to approximate the size of a population? Even with these
concerns, does this mean that tagging should not be used by biologists? Are
there other uses of tagging