Let p and q be two propositions given by
p : It is hot, q : He wants water
Then the vebal meaning of `p to q` is

Options

A. It is hot or he wants water
B. It is hot and he wants water.
C. If is is hot , then he wants water.
D. If and only if it is hot, he wants water.

Explanation

To solve the question, we need to interpret the logical implication \( p \to q \) where:

- \( p \): It is hot
- \( q \): He wants water

### Step-by-Step Solution:

1. **Understanding the Implication**:
The expression \( p \to q \) (read as "p implies q" or "if p then q") is a conditional statement. It indicates a relationship between the two propositions \( p \) and \( q \).

2. **Formulating the Conditional Statement**:
The verbal meaning of \( p \to q \) can be expressed as: "If it is hot (p), then he wants water (q)."

3. **Identifying the Components**:
- The antecedent (the "if" part) is \( p \): "It is hot."
- The consequent (the "then" part) is \( q \): "He wants water."

4. **Constructing the Final Statement**:
Therefore, the verbal meaning of the implication \( p \to q \) is: "If it is hot, then he wants water."

### Conclusion:
The verbal meaning of \( p \to q \) is "If it is hot, then he wants water."