Write doen the negation of the
It is raining and it is cool.

Answer

To find the negation of the statement "It is raining and it is cool," we can follow these steps:

### Step-by-Step Solution:

1. **Identify the Components of the Statement**:
- Let \( p \) represent the statement "It is raining."
- Let \( q \) represent the statement "It is cool."
- The original statement can be expressed as \( p \land q \) (p and q).

2. **Apply the Negation**:
- The negation of a conjunction \( p \land q \) can be expressed using De Morgan's Laws. According to De Morgan's Laws, the negation of \( p \land q \) is \( \neg p \lor \neg q \) (not p or not q).

3. **Write the Negated Statements**:
- The negation of \( p \) ("It is raining") is \( \neg p \): "It is not raining."
- The negation of \( q \) ("It is cool") is \( \neg q \): "It is not cool."

4. **Combine the Negated Statements**:
- Using the results from step 3, we can now write the negation of the original statement:
- "It is not raining or it is not cool."

### Final Answer:
The negation of the statement "It is raining and it is cool" is:
"It is not raining or it is not cool."