Is there a way to prove that:
If x < y and y = z, then x < z
I am trying to write a proof for my class but am currently limited to using Euclid's Common Notions and the Axioms for the Real Numbers.
Is there a way to prove that:
If x < y and y = z, then x < z
I am trying to write a proof for my class but am currently limited to using Euclid's Common Notions and the Axioms for the Real Numbers.
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