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Suppose that N(t) = 8000/( 1 + 5.5e-0.ot ) gives the total number of sheep living in a mountainous region t years after the sheep

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Suppose that N(t) = 8000/( 1 + 5.5e-0.ot ) gives the total number of sheep living in a mountainous region t years after the sheep population started being tracked. At what time t was the number of sheep increasing the fastest? Round your answer to two decimal places and enter only the number and not any units

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