The kind of growth in which both the daughter cells formed after each mitotic division retain the capacity to divide is called as

Options

A. arithmetic growth
B. geometric growth.
C. absolute growth
D. relative growth

Answer

To solve the question regarding the type of growth in which both daughter cells formed after each mitotic division retain the capacity to divide, we can follow these steps:

### Step-by-Step Solution:

1. **Understand the Question**: The question asks about a specific type of growth related to mitotic division, where both daughter cells can continue to divide.

2. **Identify the Options**: The options provided are:
- Arithmetic growth
- Geometric growth
- Absolute growth
- Relative growth

3. **Analyze Each Option**:
- **Arithmetic Growth**: In this type of growth, typically one daughter cell continues to divide while the other differentiates and matures. Therefore, not both daughter cells retain the capacity to divide. This option is incorrect.

- **Geometric Growth**: Also known as exponential growth, in this type, both daughter cells formed after mitotic division retain the capacity to divide. This means they can continue to proliferate. This option seems correct.

- **Absolute Growth**: This refers to the total growth of an organism or cell per unit time, without specifying the capacity of daughter cells to divide. This option does not answer the question directly and is incorrect.

- **Relative Growth**: This is the growth of a system per unit time, which also does not specifically address the capacity of daughter cells to divide. This option is also incorrect.

4. **Conclusion**: After analyzing all the options, the correct answer is **Geometric Growth**, as it is the type of growth where both daughter cells retain the ability to divide.

### Final Answer:
The kind of growth in which both the daughter cells formed after each mitotic division retain the capacity to divide is called **Geometric Growth**.