A space can hold a maximum of 256 paramecia before over-crowding. The paramecium undergoes 8 cell divisions before over-crowding.
Suppose that the paramecium takes 2 hours to divide one, how many hours will it take the paramecium to reach maximum capacity?
CORRECTED QUESTION
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A space can hold a maximum of 256 paramecia before over-crowding. The paramecium undergoes 8 cell divisions before over-crowding.
Suppose that the paramecium takes 2 hours to divide *once, how many hours will it take the paramecium to reach maximum capacity?
To determine the number of hours it will take for the paramecium to reach maximum capacity, we need to calculate the total time it takes for 8 cell divisions.
Given that the paramecium takes 2 hours to complete one cell division, we can multiply this time by the number of divisions to calculate the total time.
Total time for 8 divisions = 2 hours/division * 8 divisions = 16 hours
Therefore, it will take the paramecium 16 hours to reach its maximum capacity of 256 paramecia.