Application of logarithmic and exponential functions

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Reference no: EM1315089

Application of the logarithmic and exponential functions:

Q(t) = Qe^kt

Count in a bacterial culture was 400 after 2 hours and 25,600 after 6 hours.

We are supposing the exponential growth.

1) State the rate of growth of population of bacteria?

2) State the initial population at time t = 0 hours?

3) State the function which models the population n(t) after t hours.

4) Also specify when will the number of bacteria exceed 100,000?

Reference no: EM1315089

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