The converse of `p implies q` is .......

Answer

To find the converse of the statement "p implies q" (symbolically represented as \( p \implies q \)), we will follow these steps:

### Step-by-Step Solution:

1. **Understand the Implication Statement**:
The statement \( p \implies q \) means "if p is true, then q is also true."

2. **Define the Converse**:
The converse of an implication reverses the order of the hypothesis and conclusion. Therefore, the converse of \( p \implies q \) is formed by switching p and q.

3. **Write the Converse**:
By switching p and q, we get the statement \( q \implies p \), which reads as "if q is true, then p is also true."

4. **Conclusion**:
Therefore, the converse of \( p \implies q \) is \( q \implies p \).

### Final Answer:
The converse of \( p \implies q \) is \( q \implies p \).

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