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Let P(x) be the statement: "Student x spends more than 6 hours per week to...

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Let P(x) be the statement: "Student x spends more than 6 hours per week to study Foundations of Computing."

What is the quantified predicate for the following statement?

No student spends more than 6 hours per week to study Foundations of Computing.

$\exists x~ P(x)$ \exists x~ P(x)

$\forall x~ P(x)$ \forall x~ P(x)

$\forall x~ (\neg P(x))$ \forall x~ (\neg P(x))

$\exists x~ (\neg P(x))$ \exists x~ (\neg P(x))

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