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Wantzel proved Gauss's condition is necessary for what?

AConstructible polygons
BPi being transcendental
CDoubling a cube by hand
DLines being parallel
Answer & Solution
Correct answer: A. Constructible polygons
1. Gauss gave a sufficient condition for a regular n-gon to be constructible. 2. Wantzel proved in 1837 that it is also necessary. 3. Lindemann, not Wantzel, handled pi. _Source: Wikipedia, Straightedge and compass construction, section History_
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