alleryMathematical rigor requires definitions that are:
ALoosely worded
BBased on intuition
CLearned by rote
DFully unambiguous
Answer & Solution
Correct answer: D. Fully unambiguous
1. Rigor needs unambiguous definitions.
2. Proofs must also reduce to inference rules.
3. Loose or intuitive wording would break this standard.
_Source: Wikipedia, "Mathematics" (rev ?), section "Rigor"_
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