Let p the statement "It is raining today" and q be to the statement "There are twenty chairs In this room" . Give a simple verbal sentence which describes each of the
`~p vv q`

Answer

To solve the problem, we need to interpret the logical expression `~p ∨ q`, where `p` is the statement "It is raining today" and `q` is the statement "There are twenty chairs in this room."

### Step-by-Step Solution:

1. **Identify the negation of p**:
- The statement `p` is "It is raining today."
- The negation of `p`, denoted as `~p`, is "It is not raining today."

2. **Identify the statement q**:
- The statement `q` is "There are twenty chairs in this room."

3. **Combine the negation of p with q using the logical OR (∨)**:
- The logical expression `~p ∨ q` translates to "It is not raining today or there are twenty chairs in this room."

4. **Formulate the final verbal sentence**:
- The complete verbal sentence that describes the expression `~p ∨ q` is: "Either it is not raining today or there are twenty chairs in this room."

### Final Answer:
The verbal sentence that describes `~p ∨ q` is: "Either it is not raining today or there are twenty chairs in this room."