Which of the Following Is a Negation for "There Exists $y , x y \leq y$

Multiple Choice

Which of the following is a negation for "There exists a real number x such that for all real Numbers y, xy > y."

A) There exists a real number x such that for all real numbers $y , x y \leq y$
B) There exists a real number y such that for all real numbers $x , x y \leq y .$
C) There exist real numbers x and y such that $x y \leq y$
D) For all real numbers x there exists a real number y such that
$x y \leq y \text {. }$
E) For all real numbers y there exists a real number x such that $x y \leq y \text {. }$
F) For all real numbers x and $y , x y \leq y .$