Question
In: Statistics and Probability
Consider a population that begins growing exponentially at a base rate of 4.8% per year and...
Consider a population that begins growing exponentially at a base rate of 4.8% per year and then follows a logistic growth pattern. If the carrying capacity is 60 million, find the actual fractional growth when the population is at 10 million, 30 million, and 50 million.
Solutions
orchestra answered 2 years agoRelated Solutions
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Consider an imaginary economy that has been growing at a rate of 3% per year. Government...
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3% per year. Government economists have proposed a number of
policies to increase the growth rate but first need to convince the
president that the policies will pay off. To do so, they want to
present a comparison of the number of years it will take for the
economy to double, depending on the growth rate.
Using the rule of 70, determine the number of years it will...
a) You have an exponentially-growing population of rodents, with an annual λ of 1.35. Calculate the...
a) You have an exponentially-growing population of rodents, with
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population in a given month when
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b) Now impose density dependence on
the population with a logistic model in which K = 6500 individuals.
Again, calculate the number of individuals added to the
population in a given month when there
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a) You have an exponentially-growing population of rodents, with an annual λ of 1.35. Calculate the...
a) You have an exponentially-growing population of rodents, with
an annual λ of 1.35.
Calculate the number of individuals added to the
population in a given month when
there are 250, 500, 1000, 5000, or 10,000 individuals to start
with. (2pts)
b) Now impose density dependence on
the population with a logistic model in which K = 6500 individuals.
Again, calculate the number of individuals added to the
population in a given month when there
are 250, 500, 1000, 5000,...
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Calculate using Excel please.
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