Find the point at which the growth rate

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the population of a certain species of fish introduced into a lake is described by the logistic equation G(t)=10000/(1+24e^(-1.2t)). Where G(t) is the population after t years. Find the point at which the growth rate of this population begins to decline.(inflection points)

Reference no: EM13205669

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Find the point at which the growth rate : the population of a certain species of fish introduced into a lake is described by the logistic equation G(t)=10000/(1+24e^(-1.2t)). Where G(t) is the population after t years. Find the point at which the growth rate of this population begins to d..

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