0 divded (-10) is equal to options are 10. , 0. , -10., undefined
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the answer is 0.............
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precalculus
But what I was wondering was, if anything divided by 0 is undefined, how come we haven't just "made up" a definition and assigned it a greek symbol? I did some pondering, and if 0/n(n = any number) is always 0, wouldn't its inverse theoretically be a constant as well? This constant could be the answer to several situations like the "hole in the graph" you see with some rational functions.
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