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Say `common' logarithm for log10.

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From-SVN: r25262
This commit is contained in:
Dave Love 1999-02-17 08:13:40 +00:00
parent 37b37199ab
commit 9ed4a9ba46
1 changed files with 7 additions and 7 deletions
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14
gcc/f/intdoc.in
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@ -1,4 +1,4 @@
/* Copyright (C) 1997 Free Software Foundation, Inc. /* Copyright (C) 1997, 1999 Free Software Foundation, Inc.
* This is part of the G77 manual. * This is part of the G77 manual.
* For copying conditions, see the file g77.texi. */ * For copying conditions, see the file g77.texi. */
@ -285,7 +285,7 @@ be zero.
@xref{Exp Intrinsic}, for the inverse of this function. @xref{Exp Intrinsic}, for the inverse of this function.
@xref{Log10 Intrinsic}, for the base-10 logarithm function. @xref{Log10 Intrinsic}, for the `common' (base-10) logarithm function.
") ")
DEFDOC (ALOG, "Natural logarithm (archaic).", ARCHAIC (LOG, Log)) DEFDOC (ALOG, "Natural logarithm (archaic).", ARCHAIC (LOG, Log))
@ -296,18 +296,18 @@ DEFDOC (DLOG, "Natural logarithm (archaic).", ARCHAIC (LOG, Log))
DEFDOC (CDLOG, "Natural logarithm (archaic).", ARCHAIC (LOG, Log)) DEFDOC (CDLOG, "Natural logarithm (archaic).", ARCHAIC (LOG, Log))
DEFDOC (LOG10, "Base-10 logarithm.", "\ DEFDOC (LOG10, "Common logarithm.", "\
Returns the base-10 logarithm of @var{@1@}, which must Returns the common logarithm (base 10) of @var{@1@}, which must
be greater than zero. be greater than zero or.
The inverse of this function is @samp{10. ** LOG10(@var{@1@})}. The inverse of this function is @samp{10. ** LOG10(@var{@1@})}.
@xref{Log Intrinsic}, for the natural logarithm function. @xref{Log Intrinsic}, for the natural logarithm function.
") ")
DEFDOC (ALOG10, "Natural logarithm (archaic).", ARCHAIC (LOG10, Log10)) DEFDOC (ALOG10, "Common logarithm (archaic).", ARCHAIC (LOG10, Log10))
DEFDOC (DLOG10, "Natural logarithm (archaic).", ARCHAIC (LOG10, Log10)) DEFDOC (DLOG10, "Common logarithm (archaic).", ARCHAIC (LOG10, Log10))
DEFDOC (MAX, "Maximum value.", "\ DEFDOC (MAX, "Maximum value.", "\
Returns the argument with the largest value. Returns the argument with the largest value.