Name: ______________________________
PREDATOR/PREY INTERACTIONS
INTRODUCTION
Organisms interact in many different ways.
Some of the interactions have to do with feeding
patterns. These feeding relationships make up what are
called food chains.
Predator organisms feed upon other organisms,
called prey. The predators depend on the populations of
these prey organisms. The number of predator organisms
depends on the numbers of their prey. Correspondingly,
the number of prey organisms is limited by the number
of predators that feed on them. In other words, the sizes
of predator and prey populations are dependent on each
other. This relationship depends upon the specific kinds
of organisms and the conditions in which they live.
In this investigation, you will model interactions between a population of lynx and their prey, a
population of snowshoe hare. You will measure the sizes of the populations as they change over several
generations, and you will graph the data you obtain.
WARM UP
Lynx are an example of a predator organism. They feed almost exclusively on snowshoe hares,
but will occasionally eat other small animal food. The hares therefore serve as prey for the lynx. As
predators, lynx occur high in a food chain of forest organisms. Hares occur lower on the food chain. In
modeling predator/prey interactions, one needs to make simplifying assumptions. In this investigation,
you will assume that the lynx only feed on hares (which is not too much of a stretch in this case). You
will also assume that lynx that can catch and eat a certain number of hares will survive and reproduce.
These assumptions are like patterns that exist in nature, but do not mirror them exactly. The assumptions
are useful, however, in simplifying the model so that populations patterns emerge.
MATERIALS



200 small squares (hares)
1 large cardboard square (lynx)
Graph paper


Metric ruler
chalk
PROCEDURE
1. You will simulate 25 generations of hares and lynx that live within a habitat. For this
simulation, assume that each hare not eaten by a lynx survives and produces one offspring.
To avoid starvation, each lynx must catch at least three hares. Assume that each surviving
lynx produces one offspring for every three hares caught. To represent the habitat, use chalk
to mark off a 30 cm x 30 cm square on your table top.
2. Place 100 of the hare squares randomly within the habitat square. Do not allow any to
overlap. This set of 100 squares represents the first generation of the hare population. Set
aside the 100 remaining hare squares in a pile for later use.
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3.
Hold the lynx square at a height of about 30 cm above the habitat square, and drop it onto
the habitat. Assume that any hare square that is at least partially covered by the lynx square is
a catch. Catch as many of the hares as you can with one drop. Remove and count the
captured hares. Assume that there are two lynx in the first generation, and drop the hare
square a second time to represent the feeding attempt of this second lynx. Again, remove and
count any hares that have been caught.
4. In column D of the table in the Observations section, record the total number of hares caught
by both lynx. Note that columns B and C have already been filled in with the original
numbers of hares and lynx in the first generation.
5. Each hare that has not been caught is assumed to produce offspring. Add to the habitat one
offspring for each hare that has not been caught. Use the pile of hare squares that you
reserved earlier as offspring. In column F, record the total number of surviving hares and
offspring.
6. Determine whether each of the lynx survives and reproduces. (Remember that a lynx must
catch at least three hares to survive, and that it produces one offspring for every three hares it
has caught.) Note and record in column E of the Observation section the number of lynx that
have starved. Record in column G the total number of surviving lynx and their offspring.
This number will equal the number of drops to be made by lynx in the next generation.
7. Copy the numbers from columns F and G of generation 1 to columns B and C respectively,
of generation 2. These numbers represent the population sizes of hares and lynx present at the
start of the second generation.
8. Repeat steps 3 through 7 until you have simulated 25 generations. Stop after the lynx from
the 24th generations feed. Make certain that at the beginning of each generation there are at
least three hares and one lynx in the habitat. If the populations fall too low, bring the
numbers up to these minimum values by adding hare squares or allowing one lynx drop. Also
note that the hare population cannot exceed 200. This is the carrying capacity of the
environment for hares.
9. On a sheet of graph paper, use your data to make a graph of the numbers of hares and lynx at
the beginning of each generation versus the generation number. Plot the generation number
along the x-axis. Plot the numbers of hares and lynx along the y-axis. Use dots to mark the
numbers of hares and Xs to mark the numbers of lynx. Connect the dots to for a curve for
hares. Connect the Xs to for a curve for lynx.
10. When you have finished your graph, discuss the answers to the Data Analysis and
Conclusion questions with your group members. Select someone in the group to serve as the
recorder. The recorder should write the group’s answers on a separate sheet of paper and
submit these along with the graph that you made in step 9 as evidence of completion of this
laboratory investigation.
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OBSERVATIONS
Table 1. Snowshoe Hare and Lynx Populations
A
Generation
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
B
Number of
hares at
start of
generation
100
C
Number of
lynx at start
of
generation
2
D
E
Number of
hares
caught
Number of
lynx starved
F
Number of
surviving
hares and
offspring
G
Number of
surviving
lynx and
offspring
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DATA ANALYSIS & CONCLUSION
Answer the following in complete sentences on a separate sheet of paper.
1. What happened to the hare population during the first few generations? What happened to the
lynx population during this period?
2. What happened to the hare population after many more generations? What happened to the
lynx population?
3. Based on your graph, relate the trends in the population sizes of the hares and the lynx.
4. Suppose you were given an unlabeled graph of lynx and hare populations. Given what you
observed on the graph you made, how could you infer which curve represented the lynx and
which represented the hares?
5. Compare your model of interactions with Figure 8-7 on page 166 of your textbook. How are
they similar? How are they different?
6. What would happen if a second animal species that fed on snowshoe hares, such as a wolf,
were added to the simulation you carried out? Design an experiment to test your prediction.
Remember to make simplifying assumptions before carrying out the simulation. Explain your
experiment, simplifying assumptions, and results.
REFERENCES
Bernstein, Leonard. "Investigation 8." Addison-Wesley Environmental Science: Ecology and
Human Impact : Laboratory Manual. Menlo Park, CA: Addison-Wesley, 1996. 37-40.
Print.
Miller, G. Tyler, and Scott Spoolman. "Figure 8-7." Living in the Environment: Principles,
Connections, and Solutions. Belmont, CA: Thomson Brooks/Cole, 2007. 166. Print.
Walch, Robert. Lynx and Snowshoe Hare. 1972. Photograph. The American North Woods/The
Worlds Wild Places. Time Life Series. Sci-Fi-O-Rama. 31 Mar. 2008. Web. 28 Nov.
2011. <http://www.sci-fi-o-rama.com/2008/03/31/lynx-and-snowshoe-hare-2/>.