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In mathematics, mathematician use propositions assumed to be true called axioms. Sometimes, axioms are questioned and their validity investigated, but usually axioms are just accepted. There are situations for which this method fails; in other words, there are conjectures that can neither be proved nor disproved using accepted axioms. Investigate and report about any one of these conjectures and the efforts placed in finding their proofs and disproofs.
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Some things you could look at here would be the continuum hypothesis or the axiom of choice
lol ill give u a medal for that :)
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