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A certain colony of bacteria triples in length every 15 minutes it? - Answers

If a certain colony of bacteria triples in length every 15 minutes, it means that the size of the colony increases by a factor of three during each 15-minute interval. For example, if the initial size of the colony is ( x ), after 15 minutes it will be ( 3x ), after 30 minutes it will be ( 9x ) (or ( 3^2x )), and so on. This exponential growth continues as long as the conditions are favorable for the bacteria. Thus, the population can grow rapidly over time, demonstrating the power of exponential growth in biological systems.



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A certain colony of bacteria triples in length every 15 minutes it? - Answers

https://math.answers.com/math-and-arithmetic/A_certain_colony_of_bacteria_triples_in_length_every_15_minutes_it

If a certain colony of bacteria triples in length every 15 minutes, it means that the size of the colony increases by a factor of three during each 15-minute interval. For example, if the initial size of the colony is ( x ), after 15 minutes it will be ( 3x ), after 30 minutes it will be ( 9x ) (or ( 3^2x )), and so on. This exponential growth continues as long as the conditions are favorable for the bacteria. Thus, the population can grow rapidly over time, demonstrating the power of exponential growth in biological systems.



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https://math.answers.com/math-and-arithmetic/A_certain_colony_of_bacteria_triples_in_length_every_15_minutes_it

A certain colony of bacteria triples in length every 15 minutes it? - Answers

If a certain colony of bacteria triples in length every 15 minutes, it means that the size of the colony increases by a factor of three during each 15-minute interval. For example, if the initial size of the colony is ( x ), after 15 minutes it will be ( 3x ), after 30 minutes it will be ( 9x ) (or ( 3^2x )), and so on. This exponential growth continues as long as the conditions are favorable for the bacteria. Thus, the population can grow rapidly over time, demonstrating the power of exponential growth in biological systems.

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      If a certain colony of bacteria triples in length every 15 minutes, it means that the size of the colony increases by a factor of three during each 15-minute interval. For example, if the initial size of the colony is ( x ), after 15 minutes it will be ( 3x ), after 30 minutes it will be ( 9x ) (or ( 3^2x )), and so on. This exponential growth continues as long as the conditions are favorable for the bacteria. Thus, the population can grow rapidly over time, demonstrating the power of exponential growth in biological systems.

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