Lines Matching full:scale

287 A third special internal quantity called `scale' is
288 used to determine the scale of calculated
294 a number as its scale.
298 The original implementation allowed for a maximum scale of 99.
302 has a scale determined by the following rules.  For
303 addition and subtraction, the scale of the result is the larger
306 For multiplications, the scale of the result is never
310 the scale of the result is set equal to the contents of the internal
311 quantity `scale'.
312 The scale of a quotient is the contents of the internal
313 quantity `scale'.  The scale of a remainder is
318 The scale of a square root is set to the maximum of the scale
319 of the argument and the contents of `scale'.
330 The internal quantities `scale', `ibase', and `obase' can be
335 scale = scale + 1
338 increases the value of `scale' by one, and the line
341 scale
344 causes the current value of `scale' to be printed.
346 The value of `scale' retains its meaning as a
591 scale = 20
685 The library sets the scale to 20.  You can reset it to something
841 \fBscale\fR, \fBibase\fR and \fBobase\fR
844 \fBscale\fP, \fBibase\fP and \fBobase\fP are all named expressions.
845 \fBscale\fP is the number of digits after the decimal point to be
847 \fBscale\fR has an initial value of zero.
875 The scale of the result is
876 the scale of the expression or the
879 scale,
886 The scale of the result is zero.
888 scale\|(\|\fIexpression\fP\|)
890 The result is the scale of the expression.
891 The scale of the result is zero.
952 is the scale of the left expression
955 then the scale of the result is:
957 min\|(\|\fIa\(mub\fP,\|max\|(\|\fBscale\fP,\|\fIa\fP\|)\|)
969 then the scale of the result is:
971 min\|(\|\fIa+b\fP,\|max\|(\|\fBscale\fP,\|\fIa\fP,\|\fIb\fP\|)\|)
976 The scale of the result is the value of \fBscale\fR.
985 The scale of the result is the sum of the scale of
988 scale
998 The scale of the result is
1004 The scale of the result is the