By Maltby G.

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It sometimes occurs, as in the right-hand example above, that only one member of a delimiting pair is to be visible. For this purpose, use the commands \left. and \right. which will produce no visible delimiter but can be used to correctly balance the delimiters in an expression. 11 where we learn about arrays. e. symbols that may follow a \left or a \right. Note that you have to use \left\{ and \right\} in order to get scaled braces. 9 Operators like and These behave differently when used in display-math mode as compared with in-text math mode.

Not that it would be difficult to change your mind later (you could use the global replace feature of an editor, for instance), but so that you have a good idea of the structure that you have to describe to LATEX. The sectioning command that began the present sectional unit of this document was \subsection{Sectioning commands} and that was all that was required to get the numbered section name and the table of contents entry. There are occasions when you want a heading to have all the appearance of a particular sectioning command, but shouldn’t be numbered as a section in its own right or produce a table of contents entry.

The above means that, at least for most material, a typist need not understand the mathematics in order to typeset it correctly. And even if one does understand the mathematics, LATEX is there to make sure that you adhere to accepted typesetting conventions (whether you were aware of their existence or not). So one could type either $f(x, y) = 2 (x+ y)y/(5xy - 3 )$ or $f(x,y) = 2(x+y)y / (5xy-3)$ and you’d still get the correct result f (x, y) = 2(x + y)y/(5xy − 3) . 52 There are some places where this can go wrong.

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