NBS Minimal BASIC Test Programs: Version 2, User's Manual, Volume 13 |
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Those wishing to receive notices of publications in this series should complete and return the form at the end of this publication . National Bureau of Standards Special Publication 500-70 / 1 Nat . Bur . Stand . ( U.S. ) , Spec .
Those wishing to receive notices of publications in this series should complete and return the form at the end of this publication . National Bureau of Standards Special Publication 500-70 / 1 Nat . Bur . Stand . ( U.S. ) , Spec .
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35 5.9.1 GOSUB and RETURN .. 35 5.9.2 ON - GOTO ... 36 5.10 READ , DATA , and RESTORE . 36 5. 10.1 Standard Capabilities . 36 5.10.2 Exceptions . 36 5.10.3 Errors . 36 Section Page 5.12 5.12.1 INPUT .. 5.11 5.11.1 5.11.2 Standard Page ...
35 5.9.1 GOSUB and RETURN .. 35 5.9.2 ON - GOTO ... 36 5.10 READ , DATA , and RESTORE . 36 5. 10.1 Standard Capabilities . 36 5.10.2 Exceptions . 36 5.10.3 Errors . 36 Section Page 5.12 5.12.1 INPUT .. 5.11 5.11.1 5.11.2 Standard Page ...
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If RND is called without execution of RANDOMIZE , it always returns the same sequence of pseudo - random numbers for each ... Executing RANDOMIZE causes RND to return an unpredictable set of values each time . insert The REM statement ...
If RND is called without execution of RANDOMIZE , it always returns the same sequence of pseudo - random numbers for each ... Executing RANDOMIZE causes RND to return an unpredictable set of values each time . insert The REM statement ...
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... actually taken on by the function within the domain [ x - e , x + e ) , where . e : 10 ( int ( log 10 ( abs ( x ) ) ) + 1 d ) value returned by For example , suppose we want to test the sin ( 29.1234 ) and we specify that d = 6 .
... actually taken on by the function within the domain [ x - e , x + e ) , where . e : 10 ( int ( log 10 ( abs ( x ) ) ) + 1 d ) value returned by For example , suppose we want to test the sin ( 29.1234 ) and we specify that d = 6 .
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Given this worst case , we would still want a value returned for which the actual argument was closer to that internal representation than to immediately adjacent representations . This means that we allow for a variation of e / 2 when ...
Given this worst case , we would still want a value returned for which the actual argument was closer to that internal representation than to immediately adjacent representations . This means that we allow for a variation of e / 2 when ...
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20 PRINT 40 PRINT SECTION ACCEPT THE PROGRAM ACCOMPANIED BY DOCUMENTATION ACCURACY ACTUAL ALLOWING ANSI STANDARD APPROPRIATE ERROR MESSAGE ARGUMENT ARRAY ASSIGNED BASIC TEST PROGRAMS BEGIN TEST CHARACTERS COLUMN COMPUTED CONSTANTS CONTAINING CONTROL DATA DIGITS DISPLAYED END PROGRAM FILE END TEST ENTER ERROR EVALUATION EXACT EXECUTION EXPECTED FOLLOWING FUNCTION GOSUB GOTO IDENTIFYING THE EXCEPTION implementation INFORMATIVE TEST INPUT INPUT-REPLY ITEM LINE LOOP MEASURE MESSAGE IDENTIFYING MINIMAL BASIC TEST NBS MINIMAL BASIC NEGATIVE NON-STANDARD FEATURE NOTE NUMERIC EXPRESSIONS OCCUR OK OK OK operations ORDER OUTPUT OVERFLOW PASS THIS TEST POSITIVE PRINT 40 PRINT PRINT END PROGRAM PRINT PROGRAM FILE PRINT THIS SECTION PRINT TO PASS PROCESSOR PROGRAM NUMBER PROGRAM TESTS READ REFERENCE REFS REJECT THE PROGRAM REPORTED RESULT RETURN RND FUNCTION SECTION TESTS SPACE STATEMENT STRING SUBSCRIPT SUPPLIED TERMINATE TEST FAILED TEST OK TEST PASSED TYPE UNDERFLOW VALUE VARIABLE ZERO ОК ОК ОК