Mathematics, 18.03.2021 17:30, mccarthyrookie6491

A bacterial population grows at a rate where the size of the population on a given day is the square of 1 more than the previous day's population. If a sample of the bacteria begins with a population of 105, which of the following recursive formulas can be used to determine the size of the population in the future? Assume that the space for the population to grow is unlimited. A. Next= Now^2 - 1 starting at 105

B. Next = ( Now +1) ^2 starting at 105

C. Next = ( Now - 1 ) ^2 starting at 105

D. Next = Now^2 + 1 starting at 105

A bacterial population grows at a rate where the size of the population on a given day is the squar

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A bacterial population grows at a rate where the size of the population on a given day is the square...