Which one of the following options is CORRECT given three positive integers x, y and z, and a predicate? P(x) = ¬(x=1)∧∀y(∃z(x=y*z)⇒(y=x)∨(y=1))

P(x) being true means that x is a number other than 1

P(x) being true means that x is a prime number

P(x) is always true irrespective of the value of x

P(x) being true means that x has exactly two factors other than 1 and x

Which one of the following options is CORRECT given three positive int

1.	Which one of the following options is CORRECT given three positive integers x, y and z, and a predicate? P(x) = ¬(x=1)∧∀y(∃z(x=y*z)⇒(y=x)∨(y=1))
A.	P(x) being true means that x is a prime number
B.	P(x) being true means that x is a number other than 1
C.	P(x) is always true irrespective of the value of x
D.	P(x) being true means that x has exactly two factors other than 1 and x
Answer» B. P(x) being true means that x is a number other than 1

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Which one of the following options is CORRECT given three positive integers x, y and z, and a predicate? P(x) = ¬(x=1)∧∀y(∃z(x=y*z)⇒(y=x)∨(y=1))

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