The two templates you will use are the superscript (first template) and subscript (second template). If there is a desire to place the script, not at a fixed elevation, but relative to the height of the character being scripted, that is easy too (just ask). The script structure allows you to create superscripts (exponents) and subscripts. While I stick just to the standard text font sizes, it would be trivial to instead use a \scalebox to get exactly the size of script text desired. When you’re done with the equation editor and no longer want to see the toolbar, click View > Show.
To add another equation, just click the New Equation button on the toolbar. After you click on a symbol or operator, add numbers to complete the equation. My preamble definition (output on the second line) appears to give the exact same result as \textsuperscript (output on the first line).īut then, I show how both the size of the script as well as the height of it can be simply changed with my stacking approach, shown in \footnotesize (and lowered) in the 3rd line of output, and in \tiny (and raised) in the last line. Click on the drop-down menus and select one of the symbols to create an equation. So here, I show it done with a stack over a null entry. But since Marienplatz has offered a bounty, there presumably is interest in other ways to do this. Adjust the box size, box position, and font size, as desired, to get the effect you. First of all, you can create two small text boxes and place them in close proximity to each other. There are a couple of things you can try. For example, 224 produces the output 2 2 4. He tried using the Equation Editor, but decided that he didn't like the results and needed to find a different solution. Superscripts can be done in LaTeX using the symbol. For 99% of applications, Werner's answer is good enough. The most usual example of superscript we all learn in school is when we want to square a number 2 2 4, cube it 2 3 8, or, in general, raise it to the power of n, 2 n.
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