Use p : I like this school , q : I like Mr. Sexena. Express each of the following statements in words .
`~(p ^^ q)`

Answer

To express the statement `~(p ∧ q)` in words, we will follow these steps:

1. **Identify the components**:
- Let \( p \) represent "I like this school".
- Let \( q \) represent "I like Mr. Saxena".

2. **Understand the intersection**:
- The expression \( p \land q \) (read as "p and q") means "I like this school and I like Mr. Saxena".

3. **Apply the negation**:
- The negation of the intersection \( \sim(p \land q) \) means "It is not true that I like this school and I like Mr. Saxena".

4. **Rephrase the negation**:
- This can be expressed in simpler terms as "I do not like both this school and Mr. Saxena".

Thus, the final expression in words for `~(p ∧ q)` is:
"It is not true that I like this school and I like Mr. Saxena."