Subscript letters? - Printable Version +- HP Forums (https://www.hpmuseum.org/forum) +-- Forum: Not HP Calculators (/forum-7.html) +--- Forum: Forum Issues and Administration (/forum-19.html) +--- Thread: Subscript letters? (/thread-602.html) |
Subscript letters? - walter b - 02-03-2014 06:52 AM Hi, In the old forum, we had and , but these don't work here anymore. What to do? TIA d:-? RE: Subscript letters? - Katie Wasserman - 02-03-2014 04:22 PM (02-03-2014 06:52 AM)walter b Wrote: In the old forum, we had and , but these don't work here anymore. What to do? You can use _{x} inside of an in-line LaTeX expression to get A\(_{x}\), for example. In-line LaTeX expression are \ ( expression \ ) without the spaces between the \ and the ( or ). Similarly, superscripts are done with ^{x}, A\(^{x}\), for example. RE: Subscript letters? - Dave Hicks - 02-03-2014 09:31 PM I could add [sub] but perhaps with the LaTex solution it is not needed? RE: Subscript letters? - Sanjeev Visvanatha - 02-03-2014 11:19 PM (02-03-2014 09:31 PM)Dave Hicks Wrote: I could add [sub] but perhaps with the LaTex solution it is not needed? I would appreciate [sub]! It seems more natural. RE: Subscript letters? - walter b - 02-04-2014 09:19 AM (02-03-2014 11:19 PM)Sanjeev Visvanatha Wrote:(02-03-2014 09:31 PM)Dave Hicks Wrote: I could add [sub] but perhaps with the LaTex solution it is not needed? +1 d:-) RE: Subscript letters? - Dave Hicks - 02-04-2014 11:54 PM OK let's try the new sub and sup: H2O, A2. You can only use them one level deep but I think that was true of the old code as well. RE: Subscript letters? - Sanjeev Visvanatha - 02-04-2014 11:57 PM Thank you!! RE: Subscript letters? - walter b - 02-05-2014 06:10 AM (02-04-2014 11:57 PM)Sanjeev Visvanatha Wrote: Thank you!! +1 d :-) RE: Subscript letters? - Katie Wasserman - 02-05-2014 04:05 PM (02-04-2014 11:54 PM)Dave Hicks Wrote: OK let's try the new sub and sup: H2O, A2. You can only use them one level deep but I think that was true of the old code as well. Yes, it works well \(b^{u^{t}}\) \(i_{t}\) \(c^{a^{n^{'^{t}}}}\) \(d_{o}\) \(t^{h^{i^{s}}}\) |