SOLUTION: A strain of Bacteria that is currently growing on your kitchen counter doubles every 20 minutes. Assuming that you start with one single bacterium sitting on your counter, how many

Algebra ->  Proportions -> SOLUTION: A strain of Bacteria that is currently growing on your kitchen counter doubles every 20 minutes. Assuming that you start with one single bacterium sitting on your counter, how many      Log On


   

Question 1162535: A strain of Bacteria that is currently growing on your kitchen counter doubles every 20 minutes. Assuming that you start with one single bacterium sitting on your counter, how many bacteria would be present at the end of 150 minutes?
Answer by josgarithmetic(39616) About Me  (Show Source):
You can put this solution on YOUR website!
That is seven and one half doubling periods.


----
----
A strain of Bacteria that is currently growing on your kitchen counter doubles every 20 minutes. Assuming that you start with one single bacterium sitting on your counter, how many bacteria would be present at the end of 150 minutes?
----
----

The doubling time is 20 minutes.
150 minutes is 7.5 of these periods.



180 cells after those 150 minutes.
(the computation would give 181)