Q. No.
The following graph depicts changes in two populations (A and B) of herbivores in a grassy field. A possible reason for these changes is that
1. both plant populations in this habitat decreased.
2. population B competed more successfully for food than population A.
3. population A produced more offspring than population B.
4. population A consumed the members of population B.
2. population B competed more successfully for food than population A.
3. population A produced more offspring than population B.
4. population A consumed the members of population B.
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Gause’s principle of competitive exclusion states that:
| 1. | more abundant species will exclude the less abundant species through competition. |
| 2. | competition for the same resources excludes species having different food preferences. |
| 3. | no two species can occupy the same niche indefinitely for the same limiting resources. |
| 4. | larger organisms exclude smaller ones through competition. |
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When does the growth rate of a population following the logistic model equal zero? The logistic model is given
As dN/dt=rN(1─N/K)
1. when N/K is exactly one.
2. when N nears the carrying capacity of the habitat.
3. when N/K equals zero.
4. when death rate is greater than birth rate.
Which of the following is correct for r-selected species?
1. Large number of progeny with large size.
2. Small number of progeny with small size.
3. Small number of progeny with large size.
4. Large number of progeny with small size.
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The principle of competitive exclusion was stated by:
| 1. | G. F. Gause. | 2. | Mac Arthur. |
| 3. | Verhulst and Pearl. | 4. | C. Darwin. |
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If ‘+’ sign is assigned to beneficial interaction, ‘─’ sign to detrimental and ‘0’ sign to neutral interaction, then the
Population interaction represented by ‘+’ ‘─’ refers to
1. amensalism.
2. commensalism.
3. parasitism.
4. mutualism.
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Asymptote in a logistic growth curve is obtained when:
1. K = N
2. K > N
3. K < N
4. The value of ‘r’ approaches zero
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Natality refers to
1. Number of individuals leaving the habitat
2. Birth rate
3. Death rate
4. Number of individuals entering a habitat
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Which one of the following population interactions is widely used in medical science for the production of
antibiotics?
1. Parasitism
2. Mutualism
3. Commensalism
4. Amensalism
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