Suppose a population of cells grows logistically according to equation p(t) = Nopo / {a po+ (No - a po ) e^(-Nt )} where a is a positive constant. If the per capita growth rate is No = 0.1 h -1 and the initial size of the population po is 10% of the carrying capacity No/a, how long will it take for the population to reach 95% of the carrying capacity? 26.2 hours 102.8 hours 51.4 hours 74.3 hours

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