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 Jul7 revised Division by $0$ Clarification of second case and LaTexing format Jul7 suggested suggested edit on Division by $0$ Jul7 revised Halmos on Definability and Luzin on Division by 0 added 95 characters in body Jul7 answered Halmos on Definability and Luzin on Division by 0 May2 awarded Scholar May2 comment How exactly does the response “infintely many” answer the question of “how many”? Thanks for clearing up my confusion with the word forms @Hurkyl May2 comment How exactly does the response “infintely many” answer the question of “how many”? But in reality there is only a finite amount of money in the world, correct? May2 accepted How exactly does the response “infintely many” answer the question of “how many”? May2 comment No difference between $0/0$ and $0^0$? Would it be fair to say that the OP has fallen into the trap of putting an equals sign between two meaningless expressions? Once something is meaningless, equality no longer holds. You must use the context in which that expression was found to assign meaning, or lack thereof. Apr18 awarded Student Apr18 comment How exactly does the response “infintely many” answer the question of “how many”? How does this question help a student in middle school understand the nature of infinity? Apr18 asked How exactly does the response “infintely many” answer the question of “how many”? Mar5 answered Could somebody please help me prove this using the properties of real numbers introduced in elementary algebra? Nov14 awarded Altruist Nov8 awarded Investor Nov8 suggested suggested edit on Division by $0$ Oct5 comment If “multiples” is to “product”, “_____” is to “sum” How about: A "linear combination with a constant term" of 7 is a number that is the result of adding 7 to something? Oct5 answered “the product of the factors” versus “the factors of the product” Oct4 awarded Talkative Oct4 awarded Teacher