Under the right conditions, they can multiply literally in front of your eyes in minutes.
2 x 6 = 12
51 and 8
1 x 26, 2 x 13.
Mulitply by 2 and then divide by 3 (or divide by 3 and then multiply by 2).
To find out how long it will take for the bacteria to reach a certain number, you can use the formula ( N = 3500 \times (2^t) ). For example, if you want to determine how long it takes to reach 28,000 bacteria, you would set up the equation ( 28000 = 3500 \times (2^t) ) and solve for ( t ). This gives ( 2^t = 8 ), which means ( t = 3 ) hours. Therefore, it takes 3 hours to reach 28,000 bacteria.
It depend upon type of bacteria. E coli takes about 0.35hrs.Clostridium botulium 0.58hrs. Anabaena cylindrica 10.6hrs.
Bacteria can double every 20 minutes under ideal conditions, so it would take about 6-7 cycles of doubling for bacteria to go from 1000 to 1000000. This would roughly translate to around 2-3 hours for bacteria to increase from 1000 to 1000000.
You write the number 2 then you mulitply so it would be 2x10^-5
6-18= -12 -12/6= -2 -2x2= -4 answer= -4
130 Just look at 65% of 100 and mulitply it by 2.
no
The prime numbers that you multiply together to get 150 are 2, 3, 5, and 5.