The first statement is a contradiction.

Here's why:

1. The statement (p∧q)∧~(p∨q) can be broken down into two parts: (p∧q) and ~(p∨q).

2. The first part (p∧q) means that both p and q are true.

3. The second part ~(p∨q) is the negation of (p∨q), which means that both p and q are not true.

4. Therefore, the whole statement is saying that p and q are both true and not true at the same time, which is a contradiction.

Question

The first statement is a contradiction.

Here's why:

1. The statement (p∧q)∧~(p∨q) can be broken down into two parts: (p∧q) and ~(p∨q).

2. The first part (p∧q) means that both p and q are true.

3. The second part ~(p∨q) is the negation of (p∨q), which means that both p and q are not true.

4. Therefore, the whole statement is saying that p and q are both true and not true at the same time, which is a contradiction.

Knowee AI · Accepted Answer

The first statement is a contradiction.

Here's why:

1. The statement (p∧q)∧~(p∨q) can be broken down into two parts: (p∧q) and ~(p∨q).

2. The first part (p∧q) means that both p and q are true.

3. The second part ~(p∨q) is the negation of (p∨q), which means that both p and q are not true.

4. Therefore, the whole statement is saying that p and q are both true and not true at the same time, which is a contradiction.

Which of the following is a contradiction?(p∧q)∧~(p∨q)p∨(~p∧q)(p⇒q)⇒pNone of these