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authorJay Belanger2015-09-16 08:50:01 -0500
committerJay Belanger2015-09-16 08:50:01 -0500
commit23274eaf02f371bed49eba2eee9fde90ff3d6672 (patch)
treec3fe697e17e1adb4b17927316f5177aceb2ec72d
parent1636e8c75a0d4576e6ac7a246bd7a484a79ecbc2 (diff)
downloademacs-23274eaf02f371bed49eba2eee9fde90ff3d6672.tar.gz
emacs-23274eaf02f371bed49eba2eee9fde90ff3d6672.zip
Fix documentation.
* doc/misc/calc.texi (Single-Variable Statistics): Fix the wording of the documentation of the root mean square.
-rw-r--r--doc/misc/calc.texi7
1 files changed, 4 insertions, 3 deletions
diff --git a/doc/misc/calc.texi b/doc/misc/calc.texi
index 06e476d9313..ecf2ef9e5c2 100644
--- a/doc/misc/calc.texi
+++ b/doc/misc/calc.texi
@@ -20741,9 +20741,10 @@ $$ a_{i+1} = { a_i + b_i \over 2 } , \qquad b_{i+1} = \sqrt{a_i b_i} $$
20741@kindex u R 20741@kindex u R
20742@cindex Root-mean-square 20742@cindex Root-mean-square
20743@tindex rms 20743@tindex rms
20744Another commonly used mean, the RMS (root-mean-square), can be computed 20744The @kbd{u R} (@code{calc-vector-rms}) [@code{rms}]
20745for a vector of numbers by using the @kbd{u R} 20745command computes the RMS (root-mean-square) of the data values.
20746(@code{calc-vector-rms}) [@code{rms}]command. 20746As its name suggests, this is the square root of the mean of the
20747squares of the data values.
20747 20748
20748@kindex u S 20749@kindex u S
20749@pindex calc-vector-sdev 20750@pindex calc-vector-sdev