If p `-=` Money is evil, q `-=` Wise men are poor, r `-=` beggars are failures. Then translate the following statement into symbols :
Money is evil unless wise men are poor.

Answer

To translate the statement "Money is evil unless wise men are poor" into symbols using the given definitions, we can follow these steps:

### Step 1: Understand the meaning of "unless"
The phrase "A unless B" can be translated into logical terms as "If not B, then A." This means that A is true if B is not true.

### Step 2: Identify the components
From the question, we have:
- \( p \): Money is evil
- \( q \): Wise men are poor

### Step 3: Apply the "unless" translation
Using the understanding from Step 1, we can rewrite "Money is evil unless wise men are poor" as:
- "Money is evil if wise men are not poor."

### Step 4: Translate into symbols
The statement "Money is evil if wise men are not poor" can be expressed in symbols as:
- \( \neg q \rightarrow p \)
Where \( \neg q \) represents "wise men are not poor" and \( \rightarrow \) represents "implies."

### Final Translation
Thus, the final translation of the statement "Money is evil unless wise men are poor" into symbols is:
\[ \neg q \rightarrow p \]