2.5 hours is 150 minutes.
So it will have doubled 15 times.
2^15 = 32768 bacteria after 2.5 hours.
10 seconds: 2 cells
20 seconds: 4 cells
30 seconds: 8 cells
40 seconds: 16 cells
50 seconds: 32 cells
1 minuite: 64 cells
15-20
96
30
um if you use the simple doubling time formula, you'd do it like this: (final pop. #) = (original pop. #) x 2^(time it takes for it to double/ how many times it doubles) so you're missing some info. find out either the initial pop or the final pop. your probably referring to one bacterium, but yeah, double check (haha, get it? double?haha)
A population that is experiencing exponential growth is typically fast. Exponential growth refers to a constant growth rate where the population size increases exponentially over time. This means that the population doubles at a regular interval, leading to a rapid increase in numbers.
the volume doubles
acceleration doubles too.
Use a calculator! Hope that helps :)
Bacteria grows in less than 1 second except in water .Water washes away the bacteria over and over so first it has to have a good grip on the item .
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
2,097,152
Number of bacterial cells is doubles .
30
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.
Yes it exhibits growth
when they double intially they are little smaller in size but gradually obtain the nutrition and gain their original size.
224 = 16777216
um if you use the simple doubling time formula, you'd do it like this: (final pop. #) = (original pop. #) x 2^(time it takes for it to double/ how many times it doubles) so you're missing some info. find out either the initial pop or the final pop. your probably referring to one bacterium, but yeah, double check (haha, get it? double?haha)
A population that is experiencing exponential growth is typically fast. Exponential growth refers to a constant growth rate where the population size increases exponentially over time. This means that the population doubles at a regular interval, leading to a rapid increase in numbers.