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(D) cell undergoes mitotic division where one cell produces $2$ daughter cells in each generation.This follows the formula $2^n = N$,where $n$ is the

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$7$

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(D) cell undergoes mitotic division where one cell produces $2$ daughter cells in each generation.This follows the formula $2^n = N$,where $n$ is the number of generations and $N$ is the total number of cells.Given $N = 128$,we have $2^n = 128$.Since $128 = 2^7$,it follows that $n = 7$.Therefore,$7$ generations are required to produce $128$ cells.$1 \xrightarrow{1} 2 \xrightarrow{2} 4 \xrightarrow{3} 8 \xrightarrow{4} 16 \xrightarrow{5} 32 \xrightarrow{6} 64 \xrightarrow{7} 128$

How many generations are required by a cell of meristem to produce $128$ cells?

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