Total Number of Mitotic Divisions for Formation of 64 Daughter Cells

Mitosis is a process of cell division in which a single cell divides to produce two identical daughter cells. In order to determine the total number of mitotic divisions required to produce 64 daughter cells, we need to consider the principle of exponential growth.

Understanding Exponential Growth
- In each round of mitotic division, a single cell gives rise to two daughter cells.
- Therefore, the number of daughter cells doubles with each round of division.

Calculation
- To produce 64 daughter cells, we need to determine how many rounds of division are required to reach this number.
- If we start with 1 cell, after the first round of division, we will have 2 cells.
- After the second round, we will have 4 cells.
- After the third round, we will have 8 cells.
- After the fourth round, we will have 16 cells.
- After the fifth round, we will have 32 cells.
- Finally, after the sixth round of division, we will have 64 daughter cells.

Therefore, a total of 6 rounds of mitotic division are required to produce 64 daughter cells. Each round of division results in an exponential increase in the number of cells, ultimately leading to the desired outcome.