Wiki User
∙ 7y ago2.5 hours is 150 minutes.
So it will have doubled 15 times.
2^15 = 32768 bacteria after 2.5 hours.
Michael Scalise
Wiki User
∙ 13y ago10 seconds: 2 cells
20 seconds: 4 cells
30 seconds: 8 cells
40 seconds: 16 cells
50 seconds: 32 cells
1 minuite: 64 cells
Wiki User
∙ 11y ago15-20
Wiki User
∙ 14y ago96
The number of bacteria in the sixth generation of a bacterial population depends on the initial number of bacteria, as each generation doubles the population. If the initial number is 1 bacterium, the sixth generation would have 32 bacteria (2^6).
The population will experience exponential growth as the bacteria reproduce rapidly in the resource-rich environment. This is known as the exponential phase of growth, where the number of bacteria doubles in a relatively short period of time due to abundant resources available for growth and reproduction.
Bacterial growth is called exponential because it follows a pattern where the population doubles at a constant rate over a period of time. Each new generation of bacteria doubles in number, leading to a rapid increase in population size. This results in a curve that shows exponential growth when plotted over time.
The population will exhibit exponential growth. This means that the population size will rapidly increase over time due to continuous doubling. This type of growth is characteristic of bacteria that divide through binary fission.
The test tube would be half full one minute before it is completely full, which would be 23 hours into the process. This is because each time the bacteria split, the population doubles, so when the test tube is half full, the next split will cause it to be completely filled.
Use a calculator! Hope that helps :)
The number of bacteria in the sixth generation of a bacterial population depends on the initial number of bacteria, as each generation doubles the population. If the initial number is 1 bacterium, the sixth generation would have 32 bacteria (2^6).
The time it takes for bacteria to grow can vary depending on the type of bacteria, environmental conditions (such as temperature and nutrients), and the presence of other bacteria. In optimal conditions, bacteria can replicate every 20 minutes, leading to exponential growth.
Actually, there will be 40960 bacteria after 4 hours.if i did my math right it should be 480 bacteria there will be 480 not that number im a trained math teacher .du.i think 40960 is wrong because don't forget that bacteria only live for minutes
The population will experience exponential growth as the bacteria reproduce rapidly in the resource-rich environment. This is known as the exponential phase of growth, where the number of bacteria doubles in a relatively short period of time due to abundant resources available for growth and reproduction.
2,097,152
Bacterial growth is called exponential because it follows a pattern where the population doubles at a constant rate over a period of time. Each new generation of bacteria doubles in number, leading to a rapid increase in population size. This results in a curve that shows exponential growth when plotted over time.
Number of bacterial cells is doubles .
The population will exhibit exponential growth. This means that the population size will rapidly increase over time due to continuous doubling. This type of growth is characteristic of bacteria that divide through binary fission.
The test tube would be half full one minute before it is completely full, which would be 23 hours into the process. This is because each time the bacteria split, the population doubles, so when the test tube is half full, the next split will cause it to be completely filled.
If Jeff is conducting a science experiment with a 3 rabbit population and the rabbit population doubles every month, Jeff will have 56 rabbits. That's a lot of rabbits.
when they double intially they are little smaller in size but gradually obtain the nutrition and gain their original size.