If p `-=` Money is evil, q `-=` Wise men are poor, r `-=` beggars are failures. Then translate the following statement into symbols :
That beggars are failures is a sufficient condition that money is evil.

Answer

To translate the statement "That beggars are failures is a sufficient condition that money is evil" into symbols using the given definitions, we can 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 Sufficient Condition**:
- The phrase "A is a sufficient condition for B" can be expressed in logical terms as \( A \implies B \). This means if A is true, then B must also be true.

3. **Assign A and B**:
- In our case, we need to identify which part corresponds to A and which corresponds to B in the statement "That beggars are failures is a sufficient condition that money is evil".
- Here, "Beggars are failures" corresponds to A, which is represented by \( r \).
- "Money is evil" corresponds to B, which is represented by \( p \).

4. **Translate the Statement**:
- Since "Beggars are failures" (A) is a sufficient condition for "Money is evil" (B), we can write this as:
\[ r \implies p \]

### Final Answer:
The translated statement into symbols is:
\[ r \implies p \]