Question

Сколько микробов может появиться за пять часов если: Цикл их жизни длится приблизительно 20 минут из одного микроба появляется два из двух-четыре из четырех-восемь и т.д

Answer 1

16384 микроба  после 5 часов

Answer 2

Calculating Microbe Growth

To calculate the number of microbes that can appear over a period of five hours, given that the life cycle of a microbe is approximately 20 minutes and each microbe gives rise to two new microbes, we can use the following approach:

1. Number of Reproduction Cycles in Five Hours: - There are 60 minutes in an hour, so in five hours, there are 5 * 60 = 300 minutes. - If the life cycle of a microbe is 20 minutes, then there are 300 / 20 = 15 reproduction cycles in five hours.

2. Calculating Microbe Growth: - If one microbe gives rise to two new microbes, then the number of microbes doubles with each reproduction cycle. - So, if one microbe gives rise to two new microbes for 15 cycles, the total number of microbes would be 2^15.

Result

The total number of microbes that can appear over a period of five hours, given the specified conditions, is 32768.

This calculation is based on the assumption that each microbe gives rise to two new microbes every 20 minutes for 15 cycles, resulting in a total of 32768 microbes.

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