It can be shown that the smallest subfield of R containing 32 is isomorphic to the smallest
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It can be shown that the smallest subfield of R containing 3√2 is isomorphic to the smallest subfield of C containing
Explain why this shows that, although there is no ordering for C, there may be an ordering of a subfield of C that contains some elements that are not real numbers.
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The smallest subfield of C containing 3 2 is the intersection F ...View the full answer
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