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Predicate logic? I'm confused on how to form this. Consider the following predicates over the set S of students: C(x): x is in the compsci class. J(x): x is a junior student S(x): x is a senior student CS(x): x is a comp sci major M(x): x is a Math major T(x, y): student x tutors student y (i.e. x is a tutor of y). Rewrite each of the following statements in Predicate Logic using only the given predicates and the operators = and ≠ . a) [2] Junior students who are in the compsci class are either CS or math majors.
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so is it like: \[\forall x \in S, J(c(x)) = CS(x) or M(x)\]
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