(a.) Negate the statement and simplify so that no quantifier or connective lies within the scope of a negation: (x)(y)(P(x,y)Q(x,y)) (b.) Consider the set of people working at field site Bumbaloo and the set of parking spaces where employees may park. Let x be person and y be a parking spot from these sets. Let P(x,y): x has access to parking spot y. (i.) Translate into predicate logic using quantifiers: "Some workers have access to every parking spots." (ii.) Negate the statement. Present your answer in symbolic logic and an English statement (words)