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

question 7

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 \(y , x y \leq y .\)

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Definitions:

Ambiguous Stimuli

Stimuli that can be understood in more than one way and often require interpretation by the individual.

Objective

Something that is based on factual evidence, uninfluenced by emotions or personal prejudices.

Three-Dimensional

Having or appearing to have length, breadth, and depth.

Minnesota Multiphasic Personality Inventory

A comprehensive psychological test that assesses personality traits and psychopathology.