1. The problem statement, all variables and given/known data Use logic to write the negation of the sentence: All participants of this course are IT majors and are Math majors (be careful, use basic logic laws) 2. Relevant equations DeMorgan's Law 3. The attempt at a solution Letting P(x) be Participants who are IT majors and Q(x) participants who are Math majors. ¬∀∧P(x))) ⇔∃n(¬(P(x)∧Q(x))) ⇔n(P(x)∃¬∨¬Q(x)) In English There exists a participant in this course who is not an IT major or not a Math Major. Hi, could someone please verify my answer? Thanks a ton.