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[official-gcc.git] / gomp-20050608-branch / gcc / testsuite / ada / acats / tests / cxg / cxg2024.a
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1 -- CXG2024.A
2 --
3 -- Grant of Unlimited Rights
4 --
5 -- Under contracts F33600-87-D-0337, F33600-84-D-0280, MDA903-79-C-0687,
6 -- F08630-91-C-0015, and DCA100-97-D-0025, the U.S. Government obtained
7 -- unlimited rights in the software and documentation contained herein.
8 -- Unlimited rights are defined in DFAR 252.227-7013(a)(19). By making
9 -- this public release, the Government intends to confer upon all
10 -- recipients unlimited rights equal to those held by the Government.
11 -- These rights include rights to use, duplicate, release or disclose the
12 -- released technical data and computer software in whole or in part, in
13 -- any manner and for any purpose whatsoever, and to have or permit others
14 -- to do so.
16 -- DISCLAIMER
18 -- ALL MATERIALS OR INFORMATION HEREIN RELEASED, MADE AVAILABLE OR
19 -- DISCLOSED ARE AS IS. THE GOVERNMENT MAKES NO EXPRESS OR IMPLIED
20 -- WARRANTY AS TO ANY MATTER WHATSOEVER, INCLUDING THE CONDITIONS OF THE
21 -- SOFTWARE, DOCUMENTATION OR OTHER INFORMATION RELEASED, MADE AVAILABLE
22 -- OR DISCLOSED, OR THE OWNERSHIP, MERCHANTABILITY, OR FITNESS FOR A
23 -- PARTICULAR PURPOSE OF SAID MATERIAL.
24 --*
26 -- OBJECTIVE:
27 -- Check that multiplication and division of decimal
28 -- and binary fixed point numbers that result in a
29 -- decimal fixed point type produce acceptable results.
31 -- TEST DESCRIPTION:
32 -- Multiplication and division of mixed binary and decimal
33 -- values are performed. Identity functions are used so
34 -- that the operands of the expressions will not be seen
35 -- as static by the compiler.
37 -- SPECIAL REQUIREMENTS
38 -- The Strict Mode for the numerical accuracy must be
39 -- selected. The method by which this mode is selected
40 -- is implementation dependent.
42 -- APPLICABILITY CRITERIA:
43 -- This test applies only to implementations supporting the
44 -- Numerics Annex.
45 -- This test only applies to the Strict Mode for numerical
46 -- accuracy.
47 -- This test applies only to implementations supporting
48 -- decimal fixed point types of at least 9 digits.
51 -- CHANGE HISTORY:
52 -- 4 Apr 96 SAIC Initial release for 2.1
53 -- 17 Aug 96 SAIC Removed checks for close results
55 --!
57 with System;
58 with Report;
59 procedure CXG2024 is
61 procedure Do_Check is
62 Num_Digits : constant := 9;
63 type Pennies is delta 0.01 digits Num_Digits;
64 type Dollars is delta 1.0 digits Num_Digits;
66 type Signed_Sixteenths is delta 0.0625
67 range -2.0 ** (System.Max_Mantissa-5) ..
68 2.0 ** (System.Max_Mantissa-5) - 1.0;
69 type Unsigned_Sixteenths is delta 0.0625
70 range 0.0 .. 2.0 ** (System.Max_Mantissa-4) - 1.0;
72 P1 : Pennies;
73 D1 : Dollars;
75 -- optimization thwarting functions
77 function P (X : Pennies) return Pennies is
78 begin
79 if Report.Ident_Bool (True) then
80 return X;
81 else
82 return 3.21; -- never executed
83 end if;
84 end P;
87 function D (X : Dollars) return Dollars is
88 begin
89 if Report.Ident_Bool (True) then
90 return X;
91 else
92 return 321.0; -- never executed
93 end if;
94 end D;
97 function US (X : Unsigned_Sixteenths) return Unsigned_Sixteenths is
98 begin
99 if Report.Ident_Bool (True) then
100 return X;
101 else
102 return 321.0; -- never executed
103 end if;
104 end US;
107 function SS (X : Signed_Sixteenths) return Signed_Sixteenths is
108 begin
109 if Report.Ident_Bool (True) then
110 return X;
111 else
112 return 321.0; -- never executed
113 end if;
114 end SS;
117 begin
119 P1 := P(0.05) * SS(-200.0);
120 if P1 /= -10.00 then
121 Report.Failed ("1 - expected -10.00 got " & Pennies'Image (P1));
122 end if;
124 D1 := P(0.05) * SS(-100.0);
125 if D1 /= -5.00 then
126 Report.Failed ("2 - expected -5.00 got " & Dollars'Image (D1));
127 end if;
129 P1 := P(0.05) * US(200.0);
130 if P1 /= 10.00 then
131 Report.Failed ("3 - expected 10.00 got " & Pennies'Image (P1));
132 end if;
134 D1 := P(-0.05) * US(100.0);
135 if D1 /= -5.00 then
136 Report.Failed ("4 - expected -5.00 got " & Dollars'Image (D1));
137 end if;
141 P1 := P(0.05) / US(1.0);
142 if P1 /= 0.05 then
143 Report.Failed ("6 - expected 0.05 got " & Pennies'Image (P1));
144 end if;
147 -- check rounding
149 D1 := Dollars'Round (Pennies (P(-101.00) / US(2.0)));
150 if D1 /= -51.00 then
151 Report.Failed ("11 - expected -51.00 got " & Dollars'Image (D1));
152 end if;
154 D1 := Dollars'Round (Pennies (P(101.00) / US(2.0)));
155 if D1 /= 51.00 then
156 Report.Failed ("12 - expected 51.00 got " & Dollars'Image (D1));
157 end if;
159 D1 := Dollars'Round (Pennies (SS(-101.00) / P(2.0)));
160 if D1 /= -51.00 then
161 Report.Failed ("13 - expected -51.00 got " & Dollars'Image (D1));
162 end if;
164 D1 := Dollars'Round (Pennies (US(101.00) / P(2.0)));
165 if D1 /= 51.00 then
166 Report.Failed ("14 - expected 51.00 got " & Dollars'Image (D1));
167 end if;
171 P1 := P(-102.03) / SS(-0.5);
172 if P1 /= 204.06 then
173 Report.Failed ("15 - expected 204.06 got " & Pennies'Image (P1));
174 end if;
177 exception
178 when others =>
179 Report.Failed ("unexpected exception in Do_Check");
180 end Do_Check;
183 begin -- main
184 Report.Test ("CXG2024",
185 "Check the accuracy of multiplication and division" &
186 " of mixed decimal and binary fixed point numbers");
188 Do_Check;
190 Report.Result;
191 end CXG2024;