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A bacterial population with a generation time of one hour will double in size every hour....

A bacterial population with a generation time of one hour will double in size every hour. This means that if a culture is inoculated with a single newly formed cell at 0.0 hours, the population would be expected to be composed of two cells at 1.0 hour, four cells at 2.0 hours, eight cells at 3.0 hours, etc. Calculate the number of bacterial cells in the population at every hour from 0.0 to 13.0 hours.

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Answer #1

Bacterial growth is an example of Geometric progression or exponential growth. It is calculated by the formula 2n where n is the number of generation.

In the given question n = 13

Therefore, number of bacterial cells = 213 = 8192 cells

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