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Chapter 9 Assessing Threats and Choosing Conservation Actions

Discussion Questions

  1. Draw a life-cycle diagram (as described in Chapter 8) corresponding to the demographic matrix provided as equation 9.1. Use the matrix and your diagram to answer these questions: What percentage of large juveniles die each year? How likely is an individual that is currently a large juvenile to become a subadult in either the upcoming year or the year after that?
  2. Imagine that you are considering two alternative management scenarios for an endangered species. One scenario would improve the survival of the subadult class of animals; the other would improve the reproductive output of the oldest size class. Describe how you might use a demographic matrix model to determine which action would be more effective.
  3. What are the pros and cons of using a demographic matrix model to understand the relative effectiveness of alternative management actions?
  4. Imagine a species of coral reef fish that is threatened by both overfishing and pollution. Design an observational study (or possibly a pair of studies) that you could use to understand the relative importance of these two threats. Be sure to specify whether you would use a control-impact, BACI, or regression approach. Describe how your study would deal with any potentially confounding variables.
  5. Imagine that you are living in the United States in the 1960s and suspect that DDT may be contributing to the decline of bald eagles. Manipulative experiments are out of the question because the number of bald eagles is low and this species is protected as the nation's symbol. Suppose you have a time-series of data on hatching success that covers a period before and after the start of DDT usage in two areas—one where DDT is used extensively and another where it is not used. What is the argument against using the data from the DDT-affected area to do a simple before-after comparison? Similarly, what is the argument against using only the "after" data to compare the two areas? Now construct a graph with hypothesized data corresponding to a BACI analysis (similar to the graphs used in Levin and Tolimieri's salmon study) that shows a strong effect of DDT on hatching success. HINT: The vertical axis should show the difference in hatching rates between the two sites (high-DDT site versus no-DDT site).

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