Write the following statements in symbols :
whole numbers less than 5

Answer

To write the statement "whole numbers less than 5" in symbols, we can follow these steps:

### Step 1: Define the variable
Let \( x \) represent the whole numbers we are considering.

### Step 2: Specify the set of whole numbers
Whole numbers are represented by the symbol \( \mathbb{W} \) (or sometimes \( W \)). So we can say that \( x \) belongs to the set of whole numbers:
\[ x \in \mathbb{W} \]

### Step 3: Write the inequality
Since we are interested in whole numbers that are less than 5, we can express this as:
\[ x < 5 \]

### Step 4: Combine the statements
Now, we can combine both statements to represent the whole numbers less than 5 in symbols:
\[ x \in \mathbb{W}, \quad x < 5 \]

### Final Representation
In a more compact form, we can write:
\[ x \in \mathbb{W} \text{ and } x < 5 \]