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Question: Let the domain of discourse be all people in the CS department. Let's define the predicates Student(x) and Instructor(x) to mean that x is a student or an instructor, respectively. Define the predicate TakesCourseFrom(x, y) to mean that x is a student taking a course from instructor y.
We may also assume the existence of an operator "=" such that x = y is true if and only if x and y are the same person. Translate each of the following English statements into predicate logic. Please, do not simplify.
1) Some students take courses from more than one instructor.
2) There is a student that has exactly one instructor.
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Construct a truth table for the Boolean expressions ABC + A'B'C' ABC + AB'C' + A'B'C' A(BC' + B'C)
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