Mathematics, 28.01.2021 19:30 mimithurmond03

The size of a bacteria population found in some food grows at a rate $p(t) = \frac{8000t}{80 + {t}^{2} }$
where t is measured in weeks. Determine when the bacteria will reach its maximize size. What is the minimum size of the population.

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The size of a bacteria population found in some food grows at a rate
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The size of a bacteria population found in some food grows at a rate where t is measured in weeks. Determine when the bacteria will reach its maximize size. What is the minimum size of the population.

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Another question on Mathematics

The size of a bacteria population found in some food grows at a rate $p(t) = \frac{8000t}{80 + {t}^{2} }$
where t is measured in weeks. Determine when the bacteria will reach its maximize size. What is the minimum size of the population.