x is a positive number if and only if x > 0?
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Step-by-step explanation:
I'm trying to work on an exercise from a book which asked to prove the above question.
It seems fairly trivial although I cannot be sure if my attempt suffices.
To prove that the number x is positive if x>0: By the order axiom, for all x in the positive real number implies x>0.
To prove that the number x is positive only if x>0: x>0 implies x is an element in the positive real number
And so the proof is done.
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Answer:
this statement is true.
thanks
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