How many mitotic divisions must occur in a ce | vedclass

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(B) In mitosis,one cell divides to form $2$ daughter cells. The number of cells produced after $n$ divisions is given by the formula $2^n$.To find the

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$8$

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(B) In mitosis,one cell divides to form $2$ daughter cells. The number of cells produced after $n$ divisions is given by the formula $2^n$.To find the number of divisions $(n)$ required to produce $256$ cells,we set up the equation: $2^n = 256$.Since $256 = 2^8$,we have $2^n = 2^8$.Therefore,$n = 8$ divisions are required.The sequence of divisions is: $1 \xrightarrow{1} 2 \xrightarrow{2} 4 \xrightarrow{3} 8 \xrightarrow{4} 16 \xrightarrow{5} 32 \xrightarrow{6} 64 \xrightarrow{7} 128 \xrightarrow{8} 256$ cells.

How many mitotic divisions must occur in a cell of a root tip to form $256$ cells?

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