WCLN-Math-PC12-4.6-Population-06
A bacteria
Wcln Math Pc12 4 6 Population 06
Then i'm going to use the power law of logarithms here and i'm going to bring this t over There we go all right so p naught is our initial amount of 18.78...
WCLN-math-PC12-4.6- population-04
The
WCLN-Math-PC12-4.6-Population-10
Then i'm going to use the power law of logarithms here and i'm going to bring this t over
WCLN-Math-PC12-4.6-Population-01
There we go all right so p naught is our initial amount of
WCLN-math-PC12-4.6- population-03
18.78 now this question is asking us how long it will take
WCLN-Math-PC12-4.6-Population-02
The rate is 1.24 but we need to write that as a decimal so that's 0.0124 the time is what we're looking
WCLN-Math-PC12-4.6-Population-12
The
WCLN-Math-PC12-4.6-Population-09
Equal to n naught which is the initial number of bacteria eight to the t um we need we have an initial number of bacteria is
WCLN-Math-PC12-4.6-Population-13
Intro ...
WCLN-Math-PC12-4.6-Population-17
A
WCLN-Math-PC12-4.6-Population-18
A
WCLN-Math-PC12-4.6-Population-14
A certain bacterium triples its
WCLN - Math - PC12 - 4.10 - lq08
Determine the equation of the logarithmic ...