A tag is a keyword or label that categorizes your question with other, similar questions. Using the right tags makes it easier for others to find and answer your question.

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Questions about integrating Mathematica and .Net using the .NET/Link functionality provided with Mathematica.
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The art of manipulating an algebraic expression into the desired form.
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a sequence of well-defined steps that defines in abstract the solution to a problem.
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Questions on Mathematica's ability to create "moving pictures" from its graphical output, including exporting these animations to other formats.
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Questions on the arbitrary precision capabilities of Mathematica.
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Questions on arithmetic operations in Mathematica.
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For questions relating to assignments to symbols, patterns, or expressions.
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Questions about the function Assuming[], the $Assumptions system variable, and the Assumptions option of functions such as Simplify[] and Integrate[].
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Questions on the astronomical applications of Mathematica.
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Questions on attributes of functions in Mathematica.
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About using and customizing the front-end's auto-completion feature
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Questions asking for a "big list" of examples, illustrations, etc. Please do not ask too many of these. Please do not use this as the only tag for a question.
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Questions about or involving outside the range of normal machine precision, using Mathematica's capacity for arbitrary precision numbers and numbers outside the normal range of floating-point arithmet…
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Questions on the functionality of Mathematica for Boolean computation.
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the underlying representation of two-dimensional forms in notebooks.
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reserved for questions where the problem has been vetted by this community and the observed behavior is confirmed to be a bug. Please do not use this tag for new questions.
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Questions related to handling built-in symbols, for example why they behave a certain (possibly unexpected) way.
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For questions related to the effects of Mathematica's internal caching mechanisms.
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Questions related to the calculus and analysis branches of Mathematica, including, but not limited to, limits, derivatives, integrals, series, and residues.
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