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Re:Why don't we define “imaginary” numbers for every “imposs... by afiori on Monday April 10, 2023 @10:22AM (#35512671)
True, but the point of giving a "value" to 0/0 is to use it somehow.

For example in the context of limits you define a whole lot of number like values like 0+ or 0- that are useful wrt operations on limits.

I was trying to give an example of how ℝ ∪ {Θ} has almost no advantages compared to just ℝ

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