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Solve the Problem P(t)=9001+21.5e0.352tP ( t ) = \frac { 900 } { 1 + 21.5 e ^ { - 0.352 t } }

question 501

Multiple Choice

Solve the problem.
-The logistic growth model P(t) =9001+21.5e0.352tP ( t ) = \frac { 900 } { 1 + 21.5 e ^ { - 0.352 t } } represents the population of a bacterium in a culture tube after t hours. When will the amount of bacteria be 760?


Definitions:

Inductive Generalization

A reasoning process where a general statement or conclusion is drawn from specific examples or instances.

Contest

A competition where individuals or teams compete against each other to win based on skill, ability, or some other criterion.

Victory

The achievement of winning or overcoming an obstacle, competition, or conflict.

Charismatic

Possessing a special magnetic charm or appeal that inspires devotion in others.

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