Compare the following statements :
p is a sufficient condition for q.

Answer

To compare the statement "p is a sufficient condition for q," we can follow these steps:

### Step-by-Step Solution:

1. **Understanding the Statement**:
- The statement "p is a sufficient condition for q" implies that if p is true, then q must also be true. This is a fundamental concept in logic.

2. **Expressing in Logical Terms**:
- We can express this relationship in logical terms as:
\[ p \implies q \]
- This means that whenever p occurs, q will also occur.

3. **Identifying the Equivalent Statement**:
- The phrase "p is a sufficient condition for q" can be rephrased as:
- "If p, then q."
- This is equivalent to the logical implication we wrote earlier.

4. **Conclusion**:
- Therefore, we conclude that the statement "p is a sufficient condition for q" is equivalent to saying:
\[ \text{If } p, \text{ then } q. \]

### Final Answer:
The statement "p is a sufficient condition for q" is equivalent to "If p, then q."

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