Exam 16: Competition
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Exam 16: Competition60 Questions
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(Figure 16.8c and d) Compare the outcomes of competition between species 1 and 2 in the figure. Justify your answers.

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In Figure 16.8c, the carrying capacities are outside the zero growth isoclines for each species, so the species with the largest initial population will outcompete the other species. In Figure 16.8d, the carrying capacities are within the zero growth isoclines for each species, so the species will coexist.
Question: You want to perform a field experiment to determine whether green frog and bullfrog tadpoles that were laid as eggs in the same pond will coexist or one species will drive the other to extinction. You determine that a bullfrog tadpole consumes 5 times more algae than a green frog tadpole. You then determine the carrying capacity of the pond for each species based on intraspecific competition of both species: the carrying capacity for bullfrog tadpoles is 100 individuals, and the carrying capacity for green frog tadpoles is 150 individuals. You take a census of the pond and find that there are 50 bullfrog tadpoles and 200 green frog tadpoles living in the pond. Based on this information and assuming that no factors other than competition influence these populations, how will they affect each other? Will the two species coexist, or will one of these species drive the other to extinction? Explain your answer.
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In this pond, bullfrog tadpoles will persist and drive green frog tadpoles to extinction. This will happen because the bullfrog tadpole population in the pond is below its carrying capacity, so their numbers will increase. In contrast, the green frog tadpole population is greater than its carrying capacity, which will cause this population to decrease to extinction.
Competition coefficients can be used to
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D
When an individual drives down a resource to a point where another individual cannot persist, it is called
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If an individual of species 2 has a greater effect on species 1 than the reverse, which of the following would be true?
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The mathematical models for competition between species are based on the _____ equation.
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When organisms use chemicals to suppress competitors, it is called
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Darwin argued that closely related species are more likely to compete because
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Tansley's experiments with bedstraw (Galium) showed that when two closely related species of bedstraw are grown together,
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Which of the following equations is a zero growth isocline?
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In Lotka-Volterra competition models, what does the term α1,2 N2 represent?
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Researchers have determined that common reed damages roots of other species by secreting gallic acid. This is an example of _____ competition.
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In the logistic growth equation , the variable r represents
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In the example of competition dynamics with longleaf pine (Pinus palustris) and other woody plants, fire suppression
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Topic: competition for a single resource
Difficulty: medium
The resource requirements of two plant species, A and B, have been carefully studied. Researchers have determined the levels of a particular resource that will support equilibrium levels of each species. Species A needs more of this resource to maintain equilibrium than does species B. When these two species are set in competition (under conditions in which this resource is limiting), what is likely to happen to the populations of species A and B?
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In the study of seed-eating rodents and ants in the American Southwest deserts, it was originally thought that rodents and ants would not compete for resources because
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The result of a chi-square test gives χ2 = 35.95, χ2 critical = 14.98. What is the conclusion of the analysis?
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If a plant is primarily limited by nitrogen and secondarily by phosphorus, according to Leibig's law of the minimum, under which circumstances would adding phosphorus increase the plant's growth rate?
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