determine whether the data in the tables below represent exponential or logistic growth.\n| year |…

Answer:

Logistic growth

Explanation:

Step1: Analyze exponential growth

In exponential growth, the ratio of consecutive population - sizes should be constant. $\frac{25}{5}=5$, $\frac{125}{25} = 5$, but $\frac{185}{125}=1.48$ and $\frac{205}{185}\approx1.11$. The ratio is not constant.

Step2: Analyze logistic growth

In logistic growth, the population initially grows rapidly and then levels off as it approaches a carrying - capacity. Here, the population grows rapidly from 5 to 125 in the first few years and then the growth rate slows down (from 125 to 185 and then to 205), which is characteristic of logistic growth.