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The reciprocal of zero is undefined.
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SUPPORTED
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Recorded sources
5 sources for · 1 against
Is it true that the reciprocal of zero is undefined?
Yes. Multiple math references state that in the standard real and complex number systems zero has no reciprocal and 1/0 is undefined. One speculative preprint proposes redefining F/0 in a nonstandard framework, but does not overturn the standard result.
Verdict: SUPPORTED · 5 sources for, 1 against · Last checked
Evidence for · 5
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inverse - Is infinity the reciprocal of zero/is.... (n.d.). math.stackexchange.com. https://math.stackexchange.com/questions/3125552/is-infinity-the-reciprocal-of-zero-is-zero-the-reciprocal-of-infinity
Evidence against · 1
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Algebraic Resolution of Divergent Topologies via Multilayered Discrete Fields and Contextual Zeros. (2026). doi.org. https://doi.org/10.5281/zenodo.20137597
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More for · 4
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Pessia, T., Ruth, S., & Dina, T. (2000). Intuitions and Undefined Operations: The Cases of Division by Zero.. eric.ed.gov. https://eric.ed.gov/?id=EJ612030
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Hearne, S. (2005). Michigan MEAP Grade 8 Math (REA) - The Best Test Prep for MI Grade 8 Math. archive.org. https://archive.org/details/michiganmeapgrad0000step
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H, F. M. (2010). HSPA : mathematics. archive.org. https://archive.org/details/hspamathematics0000frie
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Association, T. S. o. R. &. E. & Fogiel, M. (2000). Algebra & Trigonometry Super Review. archive.org. https://archive.org/details/algebratrigonome00fogi
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