In geometric growth,the total number of cells | vedclass

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(D) In geometric growth,each cell divides mitotically into two daughter cells. Both daughter cells continue to divide and redivide repeatedly. Followi

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$16$

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(D) In geometric growth,each cell divides mitotically into two daughter cells. Both daughter cells continue to divide and redivide repeatedly. Following the formula $2^n$,where $n$ is the number of mitotic divisions: - After $1$ mitotic division: $2^1 = 2$ cells. - After $2$ mitotic divisions: $2^2 = 4$ cells. - After $3$ mitotic divisions: $2^3 = 8$ cells. - After $4$ mitotic divisions: $2^4 = 16$ cells. Therefore,after four successive mitotic divisions,$16$ cells will be produced.

In geometric growth,the total number of cells produced after four successive mitotic divisions will be . . . . . .

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