How many mitotic divisions are needed for a single cell to make 128 cells?a)7b)14c)28d)32Correct answer is option 'A'. Can you explain this answer?

Question

Answer

Mitosis is a process of nuclear division in eukaryotic cells that occurs when a parent cell divides to produce two identical daughter cells.
Hence the process of the division will be:
► 1 cell gives 2 daughter cells (1st mitosis)
► 2 cells give 4 daughter cells (2nd mitosis)
► 4 cells give 8 daughter cells (3rd mitosis)
► 8 cells give 16 daughter cells (4th mitosis)
► 16 cells give 32 daughter cells (5th mitosis)
► 32 cells give 64 daughter cells (6th mitosis)
► 64 cells give 128 daughter cells (7th mitosis)

Hence 7 mitotic divisions cell needed for a single cell to make 128 cells.

Answer

As we know that, in mitotis each cell divides into two . So starting from single cell the increase of number will be as follows:
1->2->4->8->16->32->64->128
Thus total 7 division takes place starting from single cell or 2n times.

Answer

Mitotic Divisions for Cell Division

Mitosis is the process of cell division where a single cell divides into two identical daughter cells. The process of mitosis is essential for growth, repair, and regeneration of tissues in multicellular organisms. To produce a certain number of cells, the number of mitotic divisions required can be calculated using the formula:

Number of cells = 2n
where n = number of mitotic divisions

Calculation

To find the number of mitotic divisions required for a single cell to make 128 cells, we can substitute the values in the formula:

Number of cells = 2n
128 = 2n

Taking the logarithm of both sides, we get:

log2 128 = n

n = 7

Therefore, the number of mitotic divisions required for a single cell to make 128 cells is 7.

Answer

Mitotic Divisions to produce 128 cells

Mitosis is a type of cell division that occurs in somatic cells. It is the process by which a single cell divides into two identical daughter cells. The number of mitotic divisions required to produce a particular number of cells can be calculated using the formula:

Number of cells produced = 2n

where n is the number of mitotic divisions.

To produce 128 cells from a single cell, we can plug in the values:

128 = 2n

To solve for n, we can take the log of both sides:

log(128) = log(2n)

Using the rule of logarithms, we can simplify the equation to:

log(128) = n*log(2)

n = log(128)/log(2)

n = 7

Therefore, it would take 7 mitotic divisions for a single cell to produce 128 cells.

Answer

Mitotic Divisions for Cell Division

Mitosis is the process by which a single cell divides into two identical daughter cells. During mitosis, the cell undergoes a series of steps that result in the separation of the chromosomes and the splitting of the cytoplasm, leading to the formation of two new cells.

To determine how many mitotic divisions are needed for a single cell to make 128 cells, we can use the formula:

N = 2n

Where N is the number of cells produced and n is the number of mitotic divisions.

Using this formula, we can solve for n as follows:

N = 128
2n = 128
n = log2 128
n = 7

Therefore, the answer is option A: 7 mitotic divisions are needed for a single cell to make 128 cells.

This means that each time a cell undergoes mitosis, it produces two daughter cells. After seven rounds of mitosis, the original cell will have produced 128 cells.

Answer

Mitotic Divisions to Produce 128 Cells

Mitosis is the process of cell division that takes place in somatic cells to produce two identical daughter cells. The number of mitotic divisions required to produce a specific number of cells can be calculated using the formula:

Final number of cells = (Initial number of cells) x 2^n

where n is the number of mitotic divisions.

In this case, we need to find the number of mitotic divisions required to produce 128 cells from a single cell.

Initial number of cells = 1
Final number of cells = 128

Substituting these values in the formula:

128 = 1 x 2^n

Taking logarithms on both sides, we get:

n = log2(128)
n = 7

Therefore, the number of mitotic divisions required to produce 128 cells from a single cell is 7.

Answer

Mitotic Divisions for Cell Division

Mitotic division is the process of cell division in which a single cell divides into two identical daughter cells. The process of mitotic division is important for growth, development, and repair of tissues in multicellular organisms. In order to form a large number of cells, multiple rounds of mitotic division are required.

Calculation of Mitotic Divisions

To calculate the number of mitotic divisions required for a single cell to make 128 cells, we need to use the formula:

Number of cells = 2n, where n is the number of mitotic divisions.

We need to find the value of n, which will give us the number of mitotic divisions required.

Let's substitute the given values in the formula:

128 = 2n

Taking the logarithm of both sides, we get:

log 128 = log 2n

log 128 = n log 2

n = log 128 / log 2

n = 7

Therefore, the number of mitotic divisions required for a single cell to make 128 cells is 7.

Conclusion

In conclusion, a single cell needs 7 mitotic divisions to produce 128 identical daughter cells. This calculation is important in understanding the process of cell division and the growth of multicellular organisms.

Answer

Mitotic Divisions to Produce 128 Cells

Mitosis is a process of cell division that results in the production of two identical daughter cells from a single parent cell. Mitosis is a vital process in the growth and repair of tissues in multicellular organisms. The number of mitotic divisions needed to produce a specific number of cells depends on the initial number of cells and the number of divisions they undergo.

To determine the number of mitotic divisions needed to produce 128 cells from a single cell, we can use the following formula:

Number of cells = 2^n

Where n is the number of mitotic divisions.

Substituting 128 for the number of cells in the formula, we get:

128 = 2^n

Taking the logarithm of both sides, we get:

log2(128) = log2(2^n)

Simplifying, we get:

7 = n

Therefore, it would take 7 mitotic divisions for a single cell to produce 128 cells.

Conclusion

The correct answer is option 'A', which states that seven mitotic divisions are needed for a single cell to make 128 cells. This result is obtained by using the formula Number of cells = 2^n, where n is the number of mitotic divisions.

Answer

Number of cells after 1 mitotic division=2=2^1

Number of cells after 2 mitotic divisions= 4=2^2

After 3 mitotic divisions=8=2^3

So number of cells after 'n' mitotic divisions= 2^n

So, 2^n=128=2^7

it means that 7 time

Answer

2^7=128

Answer

2^n=128

so n=7

Answer

7

Answer

In mitosis, a single cell divides to form two daughter cells.
1 → 2

2 → 4

4 → 8

8 → 16

16 → 32

32 → 64

64 → 128

or 2n cells. Where n is the number of divisions. Therefore, 7 mitotic divisions are required for a single cell to make 128 cells.

Answer

Correct answers for the above question is 127
as formula is - (n-1)
if question has asked how many generation than the answer will be 7

Answer

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