Consider the statements:
p : You will work hard q : You will become wealthy.
Translate each of the symbolic statements into an English sentence.
(~q)implies(~p)

Answer

To translate the symbolic statement \((\sim q) \implies (\sim p)\) into an English sentence, we will follow these steps:

1. **Identify the statements**:
- \(p\): You will work hard.
- \(q\): You will become wealthy.

2. **Negate the statements**:
- \(\sim q\): You will not become wealthy.
- \(\sim p\): You will not work hard.

3. **Translate the implication**:
- The expression \((\sim q) \implies (\sim p)\) translates to "If you will not become wealthy, then you will not work hard."

Thus, the final English sentence for the symbolic statement \((\sim q) \implies (\sim p)\) is:
"If you will not become wealthy, then you will not work hard."