Question: Let c,d be constructible real numbers. (a) c + d and c - d are constructible. (b) If d 0, then c/ d is

Let c,d be constructible real numbers.


(a) c + d and c - d are constructible.


(b) If d ≠ 0, then c/ d is constructible.


(c) cd is constructible.


(d) The constructible real numbers form a subfield containing Q.


(e) If c ≥ 0, then cis constructible.

c

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ANSWER a c d and c d are constructible This is true Since c and d are constructible we can construct ... View full answer

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