Questions: Fill in the blanks. The negation of statement p is expressed by writing. We read this as.

Fill in the blanks.
The negation of statement p is expressed by writing. We read this as.
Transcript text: Fill in the blanks. The negation of statement $p$ is expressed by writing $\square$ We read this as $\square$
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Solution

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Solution Steps

To solve this problem, we need to understand the concept of negation in logic. The negation of a statement \( p \) is typically expressed as \( \neg p \) or "not \( p \)". This is read as "not \( p \)".

Step 1: Define the Statement \( p \)

We start by defining the statement \( p \). In logic, \( p \) represents a proposition or a statement that can be either true or false.

Step 2: Express the Negation of \( p \)

The negation of the statement \( p \) is expressed by writing \( \neg p \). This symbol \( \neg \) denotes "not".

Step 3: Read the Negation of \( p \)

The negation \( \neg p \) is read as "not \( p \)".

Final Answer

\(\boxed{\neg p \text{, not } p}\)

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