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Exponential growth pattern in a population results into:
- a)Sigmoid curve
- b)U-shaped curve
- c)J-shaped curve
- d)None of these
Correct answer is option 'C'. Can you explain this answer?
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Verified Answer
Exponential growth pattern in a population results into:a)Sigmoid curv...
Exponential growth pattern in population results into j-shaped curve. During exponential growth faster growth occurs and j-shaped curve is formed when time v/s growth is drawn.
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Exponential growth pattern in a population results into:a)Sigmoid curv...
Exponential growth pattern in a population results into J-shaped curve.
Explanation:
Exponential growth occurs when a population increases by a constant proportion over a period of time. The growth rate of the population remains constant, and the population size increases rapidly. This leads to the J-shaped curve, which is a graph that shows the exponential growth of a population over time.
The J-shaped curve is named for its shape, which looks like the letter J. The curve starts at a low point on the graph and then rises sharply as the population grows rapidly. As the population grows, the curve becomes steeper and steeper, indicating that the growth rate is increasing.
The J-shaped curve is a common pattern in populations that have few or no limiting factors. Limiting factors are environmental factors that restrict the growth of a population, such as the availability of food, water, or living space. When a population reaches its carrying capacity, which is the maximum number of individuals that the environment can support, the growth rate slows down and eventually stops. At this point, the curve levels off and forms a Sigmoid curve.
Explanation:
Exponential growth occurs when a population increases by a constant proportion over a period of time. The growth rate of the population remains constant, and the population size increases rapidly. This leads to the J-shaped curve, which is a graph that shows the exponential growth of a population over time.
The J-shaped curve is named for its shape, which looks like the letter J. The curve starts at a low point on the graph and then rises sharply as the population grows rapidly. As the population grows, the curve becomes steeper and steeper, indicating that the growth rate is increasing.
The J-shaped curve is a common pattern in populations that have few or no limiting factors. Limiting factors are environmental factors that restrict the growth of a population, such as the availability of food, water, or living space. When a population reaches its carrying capacity, which is the maximum number of individuals that the environment can support, the growth rate slows down and eventually stops. At this point, the curve levels off and forms a Sigmoid curve.
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Exponential growth pattern in a population results into:a)Sigmoid curv...
Dude kindly check the cert book it sigmoid shape for exponential growth curve
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Exponential growth pattern in a population results into:a)Sigmoid curveb)U-shaped curvec)J-shaped curved)None of theseCorrect answer is option 'C'. Can you explain this answer?
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