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The image shows a question asking to write a set using the descriptive method. The set provided is:

\[
\{101, 103, 105, \dots, 111, 113\}
\]

There is also a selection prompt, asking to choose whether the set contains **natural**, **odd natural**, or **even natural** numbers. It also asks for the range of numbers in the set.

### Answer:

This set is made up of odd natural numbers (as all the elements are odd). So, the correct option is **odd natural** numbers.

### Descriptive Method:

This set includes all odd natural numbers between 101 and 113. Using the descriptive method, the set can be written as:

\[
\{ x \in \mathbb{N} \mid x \text{ is odd and } 101 \leq x \leq 113 \}
\]

- \(\mathbb{N}\) represents natural numbers.
- The condition "x is odd" ensures only odd numbers are included.
- The range \(101 \leq x \leq 113\) limits the numbers to between 101 and 113.

Do you want further details or have any questions?

Here are 5 related questions for practice:
1. What is the descriptive method of writing the set of even numbers between 20 and 30?
2. How do you represent the set of multiples of 5 between 50 and 100?
3. Write the set of prime numbers between 10 and 30 using the descriptive method.
4. Describe the set of all integers greater than 0 and less than 10.
5. How would you represent the set of negative odd integers?

**Tip**: When using the descriptive method, always clearly define the rules that apply to the elements in the set (such as being odd, even, or within a certain range).

Write the set {101, 103, 105, ..., 111, 113} using the descriptive method and identify whether it's a set of natural, odd natural, or even natural numbers.

Learn how to write the set of odd natural numbers between 101 and 113 using the descriptive method. This guide covers essential set theory concepts and provides step-by-step explanations for identifying odd natural numbers in a given range.

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