That is not a question, but I can confirm that your statement is correct. The Boolean function that can be represented in Disjunctive Normal Form as $W$ OR NOT $X$ OR NOT $Y$ OR $Z$ can also be represented in Conjunctive Normal Form as ($W$ AND NOT $X$ AND NOT $Y$ AND $Z$).

This is because any Boolean function can be represented in both Disjunctive Normal Form (DNF) and Conjunctive Normal Form (CNF), which are equivalent representations of the same function. DNF is a series of OR operations on sets of ANDed variables, while CNF is a series of AND operations on sets of ORed variables.
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