Exam 14: Competition

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Which statement about Patterson's study of the distributions of Tamias chipmunks in the southwestern United States is false?

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The critical feature determining whether a substance is a resource is whether it

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A population of Drosophila melanogaster with 10,000 individuals and a carrying capacity of 20,000 follows the logistic growth equation. Suppose that 5,000 individuals of a competitor species, Drosophila simulans, are added to the population, and that this species has an α of 0.5. One would predict that this number of competitive individuals will decrease the D. melanogaster population growth rate by the same amount as the addition of _______ D. melanogaster individuals would.

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The dominant saltmeadow cordgrass (Spartina patens) was planted across an elevation gradient around a stress-tolerant low marsh species, smooth cordgrass (S. alterniflora). Within six months, S. alterniflora had suppressed the stature and growth of S. patens. This is an example of

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Two species of sparrows are competing, and these species behave according to the Lotka‒Volterra equations. If each individual sparrow reduces the population growth rate of its own species by 0.02 per year, and it reduces the population growth rate of the other species by 0.005 per year, then the competition coefficient is

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Brown and Davidson's study of a desert community showed that

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How did Brewer manipulate the level of competition in his experiment on pitcher plants?

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Which statement about carnivorous plants is false?

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Which observation would be the strongest evidence that character displacement is occurring?

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Dragonfly species A (with a carrying capacity of 1,000) and species B (with a carrying capacity of 400) are competing. The competition coefficient of species A on species B is 0.25, and the competition coefficient of species B on species A is 0.5. Dragonfly species C (with a carrying capacity of 5,000) and species D (with a carrying capacity of 10,000) are also competing. The competition coefficient of species C on species D is 0.1, and the competition coefficient of species D on species C is 0.2. Based on the Lotka‒Volterra equation, which of these pairs of species can coexist?

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Which of the following is not an example of a resource?

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Which statement about studies on the importance of competition in nature is false?

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Two species of ground crickets compete in the eastern United States. In colder areas, Allonemobius fasciatus outcompetes Allonemobius socius, but in warm areas, A. socius outcompetes A. fasciatus. This is an example of

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Use inequalities generated by the Lotka-Volterra competition model to determine whether two species of Paramecium (P. caudatum is "species 1" and P. aurelia is "species 2") will coexist or drive each other to extinction in the three scenarios below. In these examples, N1 = N2, and K1 = K2 = 50. Scenario 1: Determine the outcome of the competitive interaction between P. caudatum and P. aurelia if α\alpha = 0.3, and β\beta = 0.6. Scenario 2: Determine the outcome of the competitive interaction between P. caudatum and P. aurelia if α\alpha = 1.5, and β\beta = 0.6. Determine the outcome of competition between the species under scenario 2.Answer the following questions: a) Do the two species coexist? b) Does one species drive the other to extinction? If so, which goes extinct?

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Which of the following findings from Connell's experiments with intertidal barnacles is false?

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Refer to the figure. Refer to the figure.   Based on the figure, what is the expected outcome of the competition between species 1 and species 2? Based on the figure, what is the expected outcome of the competition between species 1 and species 2?

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A fundamental niche

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Refer to the figure. Refer to the figure.   A population of sea palms in year 1 has a density of 80 N/m<sup>2</sup>. The predicted density expected in year 2 is _______ N/m<sup>2 </sup>which is _______ the exact replacement curve. A population of sea palms in year 1 has a density of 80 N/m2. The predicted density expected in year 2 is _______ N/m2 which is _______ the exact replacement curve.

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Competitive exclusion states that two organisms cannot indefinitely occupy the same niche when resources are limited. When this does occur, organisms tend to show some sort of competitive coexistence. Which of the following is an example of competitive exclusion?

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Suppose that, instead of the results actually obtained in Brown and Davidson's experiments, the number of rodents in the ant-excluded treatment was roughly the same as the number of rodents in the control group, and the number of ants in the rodent-excluded treatment was roughly the same as the number of ants in the control group. Which of the following would you then conclude?

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