Disjunction of literals
Disjunction of variables
Conjunction of literals
Conjunction of variables
Answer is Wrong!
Answer is Right!
The correct answer is: C. Conjunction of literals
A clause in conjunctive normal form (CNF) is a disjunction of literals. A literal is a variable or its negation.
For example, the following are clauses in CNF:
- $x \lor \neg y$
- $\neg x \lor y$
- $x \lor y \lor z$
The following are not clauses in CNF:
- $x$
- $\neg x$
- $x \land y$
A formula in CNF is a conjunction of clauses. For example, the following formula is in CNF:
- $(x \lor \neg y) \land (\neg x \lor y) \land (x \lor y \lor z)$
A formula is in CNF if and
only if it can be written as a conjunction of clauses, where each clause is a disjunction of literals.