Test Mathematical Symbols

Discussion in 'The Cesspool' started by StanyBecker, Dec 29, 2019.

  1. StanyBecker Registered Member

    Messages:
    21
    \documentclass{article}

    \usepackage{amsfonts} % for numbersets

    \begin{document}
    url: https://en.wikibooks.org/wiki/LaTeX/Mathematics
    \newline

    \bigskip
    \bigskip

    numbersets:
    $\mathbb{N}$
    $\mathbb{Z}$
    $\mathbb{Q}$
    $\mathbb{R}$
    $\mathbb{H}$
    \newline


    oneindig: $\infty$
    \newline


    limit: $\lim\limits_{x \to limit}$ f(x) = 0
    \newline


    partial derivative: $\partial_i$
    \newline


    sum: $\displaystyle\sum_{i=begin}^{end} t_i$


    indefinite integral: $\int$ f(x) dx
    \newline
    definite integral: $\int\limits_a^b$ f(x) dx
    \newline


    subscript, superscript (power): $P_{i j}^k$, $(cos^2)^{exp}$


    \end{document}
     
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  3. StanyBecker Registered Member

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  5. StanyBecker Registered Member

    Messages:
    21
    numbersets:
    $\mathbb{N}$
    $\mathbb{Z}$
    $\mathbb{Q}$
    $\mathbb{R}$
    $\mathbb{H}$


    oneindig: $\infty$


    limit: $\lim\limits_{x \to limit}$ f(x) = 0


    partial derivative: $\partial_i$


    sum: $\displaystyle\sum_{i=begin}^{end} t_i$


    indefinite integral: $\int$ f(x) dx
    definite integral: $\int\limits_a^b$ f(x) dx
     
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    to hide all adverts.
  7. StanyBecker Registered Member

    Messages:
    21
    numbersets:
    $\mathbb{N}$
    $\mathbb{Z}$
    $\mathbb{Q}$
    $\mathbb{R}$
    $\mathbb{H}$


    oneindig: $\infty$


    limit: $\lim\limits_{x \to limit}$ f(x) = 0


    partial derivative: $\partial_i$


    sum: $\displaystyle\sum_{i=begin}^{end} t_i$


    indefinite integral: $\int$ f(x) dx
    definite integral: $\int\limits_a^b$ f(x) dx
     
  8. James R Just this guy, you know? Staff Member

    Messages:
    34,678
    sciforums is not actually your sandbox.

    Why not install LaTeX on your own computer and do your experimentation there instead?
     

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