There is a slight difference. The equation 0/0 = x has more than one possible finite solution, which makes it indeterminate, but the equation 1/0 = x has no finite solution, which makes it "undefined", or "not well defined". Math software often denote it as "complex infinity"
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Michael Mendrin
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1 year, 10 months ago

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There is no difference, since \( 0 \in R \). Everything divides \( 0 \) is undetermined.
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Adam Phúc Nguyễn
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1 year, 10 months ago

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TopNewestThere is a slight difference. The equation 0/0 = x has more than one possible finite solution, which makes it indeterminate, but the equation 1/0 = x has no finite solution, which makes it "undefined", or "not well defined". Math software often denote it as "complex infinity" – Michael Mendrin · 1 year, 10 months ago

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There is no difference, since \( 0 \in R \). Everything divides \( 0 \) is undetermined. – Adam Phúc Nguyễn · 1 year, 10 months ago

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