Consider the two statements :
P : Raj Kapoor is alive .
Q : Raj Kapoor lives in Delhi . Write the following statements in Symbolic form.
Raj Kapoor is alive and he lives in Delhi.

Answer

To convert the given statements into symbolic form, we will follow these steps:

1. **Identify the Statements**:
- The first statement is "Raj Kapoor is alive," which we denote as \( P \).
- The second statement is "Raj Kapoor lives in Delhi," which we denote as \( Q \).

2. **Combine the Statements**:
- The phrase "Raj Kapoor is alive and he lives in Delhi" indicates that both statements \( P \) and \( Q \) are true simultaneously. In logical terms, this is represented by the conjunction (AND) operator.

3. **Symbolic Representation**:
- The conjunction of \( P \) and \( Q \) is represented as \( P \land Q \) or \( P \cap Q \) (where \( \land \) denotes logical AND).

Thus, the symbolic form of the statement "Raj Kapoor is alive and he lives in Delhi" is:

\[ P \land Q \]