A scientist is studying the growth of a bacterial population in a lab culture. The experiment started at 8:00 \text{8:00} 8:00 AM, and the table shows the population t t t hours since the experiment started. The population size B ( t ) B\left(t\right) B ( t ) as a function of time t t t is modeled by the curve below. Estimate the instantaneous population growth rate at 4:30 \text{4:30} PM.

A scientist is studying the growth of a bacterial ...

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