Determining exponential growth of a small town


Assignment:

A small town that grows exponentially can become a large city in just a few decades.

Option 1) Does not make sense because exponential growth leads to repeated halvings, making the population decrease rapidly.

Option 2) Does not make sense because growth cannot continue indefinitely so the population will not get large enough for the town to be considered a city.

Option 3) Makes sense because exponential growth leads to repeated doublings making the population increase slowly.

Option 4) Makes sense because exponential growth leads to repeated doublings making the population increase rapidly.

Provide complete and step by step solution for the question and show calculations and use formulas.

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Algebra: Determining exponential growth of a small town
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