# Category:Definitions/Conjunction

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This category contains definitions related to Conjunction.

Related results can be found in Category:Conjunction.

**Conjunction** is a binary connective written symbolically as $p \land q$ whose behaviour is as follows:

- $p \land q$

is defined as:

**$p$ is true***and*$q$ is true.

This is called the **conjunction** of $p$ and $q$.

The statements $p$ and $q$ are known as:

- the
**conjuncts** - the
**members of the conjunction**.

$p \land q$ is voiced:

**$p$ and $q$**.

## Pages in category "Definitions/Conjunction"

The following 11 pages are in this category, out of 11 total.

### C

- Definition:Conjunction
- Definition:Conjunction of Set
- Definition:Conjunction/Boolean Interpretation
- Definition:Conjunction/General Definition
- Definition:Conjunction/Notational Variants
- Definition:Conjunction/Semantics of Conjunction
- Definition:Conjunction/Truth Function
- Definition:Conjunction/Truth Table
- Definition:Conjunction/Truth Table/Matrix Form
- Definition:Conjunction/Truth Table/Number