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A bacteria population triples every 12 days. What is a possible equaiton for its growth?
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bacteria run off of the Pert equation for continuous growth
whenever you have a scalar like: doubles, triples, half ... we can turn to the fact that the amount we start with has no real bearing on the equation for a tripled amount in 12 days we simple determine the growth rate as: ln(3)/12 = r
So f(t)=a*(1/3)^t/12 OR (3)^t OR (3)^t/12 OR (3)^-t/12?
a*(1/3)^t/12 (3)^t (3)^t/12 (3)^-t/12? ....... i cant make sense of any of these options
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