Question: Let the domain for this problem be the set D of all the students at Salem State University, and let B(x) be the predicate x

Let the domain for this problem be the set D of
Let the domain for this problem be the set D of "all the students at Salem State University", and let B(x) be the predicate "x is a Business major", let C(x) be the predicate "x owns a car", and let G(x) be the predicate "x wears glasses". A. Express the following statements using quantifiers, variables, the domain D, the predicates given above, and the logical symbols ~, V, A, E, - and - only. (Do not use any English words). (a) Some Business majors own a car. (b) Anyone who is a Business major owns a car. (c) Some Business majors who wear glasses also own a car. (d) There is a Business major who wears glasses who doesn't own a car. (e) No Business majors own a car. (f) Every student who drives a car is a Business major. (g) Being a Business major is a sufficient condition for owning a car. (h) Being a Business major is a necessary condition for owning a car

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