Changes between Version 21 and Version 22 of FlonumsCowan
 Timestamp:
 09/16/16 16:59:39 (9 months ago)
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FlonumsCowan
v21 v22 116 116 `(makeflonum `''x n''`)` 117 117 118 Returns the flonum (fl* x (expt 2 n)), where ''n'' is a nonnegative integer with an implementationdependent maximum value. (C99 `ldexp`)118 Returns the flonum `(fl* x (expt 2 n))`, where ''n'' is a nonnegative integer with an implementationdependent maximum value. (C99 `ldexp`) 119 119 120 120 `(makebinaryflonum `''x n''`)` 121 121 122 Returns the flonum (fl* x (expt flradix n)), where ''n'' is a nonnegative integer with an implementationdependent maximum value. (C99 `scalbn`)122 Returns the flonum `(fl* x (expt flradix n))`, where ''n'' is a nonnegative integer with an implementationdependent maximum value. (C99 `scalbn`) 123 123 124 124 === Accessors === … … 292 292 `(flhypot `''x y''`)` 293 293 294 Returns `(flsqrt (+ (flsquare x) (flsquare y))) .294 Returns `(flsqrt (+ (flsquare x) (flsquare y)))`. 295 295 296 296 `(flexpt `''x y''`)` 297 297 298 Returns ''x'' raised to the power ''y'' 299 if ''x'' is nonnegative or ''y'' is an integral flonum. If ''x'' is 300 negative and ''y'' is not an integer, the result may be a 301 NaN, or may be some unspecified flonum. If ''x'' is zero, then 298 Returns ''x'' raised to the power ''y''. If ''x'' is zero, then 302 299 the result is zero. 303 300