Which of the following statements must be false if \(x\) and \(y\) are prime numbers greater than \(2\) and are both factors of \(84\)?
I) \(x + y\) is even
II) \(y^2 + xy\) is a multiple of \(10\)
III) \((x+y)^{-2}\) is negative
both I and II
III only
II only
I only
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