Logic & Sets (Proofs question)
Show that complex numbers cannot be ordered in a way thatsatisfies our axioms.
Axioms for order:
1. if x is less than/equal to y and w is greater than zero, thenwx is less than/equal to wy
2. for w, x, y, z w is less than/equal to x, y is lessthan/equal to z then w + y = x + z if and only iff w = x and y =z
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