- Thread starter
- #1
LATEBLOOMER
New member
- Aug 7, 2013
- 21
A bacterial population B is known to have a rate of growth proportional to B itself. If between noon and 2pm the population triples, at what time no controls being exerted, should B becomes 100 times? what it was at noon?
using this formula $\displaystyle P(t) \;=\;P_oe^{kt}$
please help me get started. thanks!
using this formula $\displaystyle P(t) \;=\;P_oe^{kt}$
please help me get started. thanks!