If p: Rahul is physically disable, q: Rahul stood first in the class, then the statement "In spite of physical disability Rahul stood first in the class in symbolic form is

Options

A. `p wedge q`
B. `p vee q`
C. `~p vee q`
D. `p to q`

Answer

To convert the statement "In spite of physical disability, Rahul stood first in the class" into symbolic form using the given variables \( p \) and \( q \), we can follow these steps:

### Step-by-Step Solution:

1. **Identify the Statements**:
- Let \( p \): "Rahul is physically disabled."
- Let \( q \): "Rahul stood first in the class."

2. **Understand the Logical Relationship**:
- The phrase "In spite of" suggests that even though \( p \) is true (Rahul is physically disabled), \( q \) is also true (Rahul stood first in the class). This indicates that both statements are true simultaneously.

3. **Formulate the Symbolic Representation**:
- Since both statements are true, we can represent this using the logical conjunction (AND) operator. In symbolic form, this is represented as:
\[ p \land q \]
- Here, \( \land \) denotes "and", indicating that both \( p \) and \( q \) hold true.

4. **Final Answer**:
- Therefore, the symbolic form of the statement "In spite of physical disability, Rahul stood first in the class" is:
\[ p \land q \]