If p `-=` Money is evil, q `-=` Wise men are poor, r `-=` beggars are failures. Then translate the following statement into symbols :
A necessary condition for money to be evil is that beggars are failures.

Answer

To translate the statement "A necessary condition for money to be evil is that beggars are failures" into symbols, we will follow these steps:

### Step-by-Step Solution:

1. **Identify the Statements**:
- Let \( P \) represent "Money is evil".
- Let \( Q \) represent "Wise men are poor".
- Let \( R \) represent "Beggars are failures".

2. **Understand the Phrase "Necessary Condition"**:
- The phrase "A necessary condition for A is B" can be translated into logical symbols as \( A \implies B \). This means that if \( A \) is true, then \( B \) must also be true.

3. **Apply the Necessary Condition to the Given Statement**:
- In our case, we need to express that for money to be evil (which corresponds to \( P \)), beggars must be failures (which corresponds to \( R \)).
- Therefore, we can write this as \( P \implies R \).

4. **Final Representation**:
- The final symbolic representation of the statement "A necessary condition for money to be evil is that beggars are failures" is \( P \implies R \).

### Final Answer:
The statement in symbols is \( P \implies R \).

---