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

Answer

To solve the problem, we need to translate the symbolic statement \( q \implies p \) into an English sentence using the definitions of \( p \) and \( q \).

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

2. **Understand the implication:**
- The expression \( q \implies p \) translates to "If \( q \) is true, then \( p \) is also true."
- In English, this means "If you will become wealthy, then you will work hard."

3. **Write the final translation:**
- Therefore, the symbolic statement \( q \implies p \) translates to: "If you will become wealthy, then you will work hard."

### Summary of the Solution:
The translation of the symbolic statement \( q \implies p \) is: "If you will become wealthy, then you will work hard."