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a) Consider positive integers. Let P(x,y) be the predicate x divides y. Find the truth values of 1 ) yP(1,y),2)xP(x,x), and 3) yxP(x,y). (6

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a) Consider positive integers. Let P(x,y) be the predicate " x divides y". Find the truth values of 1 ) yP(1,y),2)xP(x,x), and 3) yxP(x,y). (6 Points) b) Rewrite the statement (xP(x)yQ(y)) so that all negation symbols immediately precede P(x). (9 Points)

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