how many hours rounded to 2 decimal points

The population of **Escherichia coli** will reach 20,000 cells in approximately **2.85 hours**.

Do you have any more questions, or would you like further details?

Here are some additional questions you might consider:
1. How would the result change if the initial population were different?
2. What is the population after exactly 2 hours?
3. Can we use a similar method to calculate the time for different types of bacteria with different doubling times?
4. How does temperature affect the doubling time of **Escherichia coli**?
5. What would be the population after 3 hours?

**Tip:** When dealing with exponential growth, small changes in time or growth rate can significantly impact the outcome.

Explore how to calculate exponential growth in biological populations using Escherichia coli as an example. This problem specifically addresses the time required for the population to reach 20,000 cells, demonstrating the principles of exponential growth. Suitable for high school students (Grades 10-12).

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