This is a wrong statement since if x=-1 (for example) there is no real number y such that y^2=-1. The negation of the statement is that (there exists x in R) such that (for all y in R) x is not equal to y^2.
Louis Alain P.
asked • 10/20/20Determine the truth value of the quantified statement in Description below. Then use quantifiers to write the negation of this statement.
Given: (∀x∈
)(∃y∈), x=y2 . Determine the truth value of the quantified statement. Then use quantifiers to write the negation of this statement.
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