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the population of a colony of bacteria is decaying exponentially according to the function below, where t is the time in minutes how many minutes will it take for the population of the conoly to drop to 50 ......... b(t) 2000xe^-0.3t
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50%?
no it just says 50
\[b(t)=2000e^{-0.3t}..........50=2000e^{-0.3t}\]
divide both sides by 2000, then take the LN of both sides to bring down the exponent, this yields:\[\ln(\frac{50}{2000})=-0.3t\]
t=12.29 minutes
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oh i see thank you!
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