Use p : Ramesh is rich , q : Pradeep is poor. Think of " poor " as " not rich " , and write each of these statements in symbolic form.
Ramesh is not rich and Pradeep is poor.

Answer

To convert the given statement "Ramesh is not rich and Pradeep is poor" into symbolic form using the provided definitions, we can follow these steps:

### Step-by-Step Solution:

1. **Identify the Statements**:
- Let \( p \) represent "Ramesh is rich".
- Let \( q \) represent "Pradeep is poor".

2. **Negate the Statement for Ramesh**:
- The statement "Ramesh is not rich" is the negation of \( p \).
- In symbolic form, this is represented as \( \neg p \).

3. **Identify the Statement for Pradeep**:
- The statement "Pradeep is poor" is already represented by \( q \).

4. **Combine the Statements**:
- The overall statement is "Ramesh is not rich and Pradeep is poor".
- In symbolic form, this is represented as \( \neg p \land q \).

### Final Answer:
The symbolic form of the statement "Ramesh is not rich and Pradeep is poor" is:
\[ \neg p \land q \]