Suppose a population grows according to a logistic model with initial population 100 and carrying capacity 1,000. If the population grows to 250 after one year, what will the population be after another three years

In this problem we only want to know the exponential growth of the population at a certain time, that is to say, three years, which means that its growth must be greater.

Explanation:

For this we determined the initial growth of the population at one year which is 250.

So making a rule of three:

1 year = 250

3 years = x

So, we have:

250 x 3 = 750; that is, the exponential growth in the third year is equivalent to 750.

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