For this discussion, you will be using the population growth equation. In particular, your task is as follows:

- Use the population growth equation to determine the expected population for Ohio in the year 2050. With a growth rate of 0.67% per year
- Determine when the population will double (i.e., Doubling Time, T).
- Population of Ohio is currently 11,730,719
- example of real-world contexts that can be modeled using exponential or logarithmic equations.Equation attached*

> Population Growth

The function

P(t) = Poredk>0,

is a model of many kinds of population growth, whether it be a population of people,

bacteria, smartphones, or money. In this function, P, is the population at time 0, P is

the population after time t, and k is called the exponential growth rate. The graph

of such an equation is shown at left.