It is False that a conjunction is true if at least one of the simpler claims that make it up is true.
Only if the separate claims were true before to adding the conjunction connector "and" will the new statement that is produced after doing so be true; otherwise, the new statement will be false.
The logical connective "," which stands for "AND," is the conjunction sign.
Statements are represented by alphabetical letters in our system. Let's define conjunction using the following example: These two propositions are p and q. The conjunction connector transforms the statement into a compound one, and it is written as "p q," which is interpreted as "p and q."
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