We can CONVERT any PROPOSITION in two normal forms −

 Conjunctive Normal Form: A compound statement is in conjunctive normal form if it is obtained by operating AND among variables (negation of variables included) connected with ORS. In terms of set operations, it is a compound statement obtained by Intersection among variables connected with Unions.

Disjunctive Normal Form: A compound statement is in conjunctive normal form if it is obtained by operating OR among variables (negation of variables included) connected with ANDs. In terms of set operations, it is a compound statement obtained by Union among variables connected with Intersections.

We can convert any proposition in two normal forms −

 Conjunctive Normal Form: A compound statement is in conjunctive normal form if it is obtained by operating AND among variables (negation of variables included) connected with ORs. In terms of set operations, it is a compound statement obtained by Intersection among variables connected with Unions.

Disjunctive Normal Form: A compound statement is in conjunctive normal form if it is obtained by operating OR among variables (negation of variables included) connected with ANDs. In terms of set operations, it is a compound statement obtained by Union among variables connected with Intersections.