The following mathematical functions are supported in arithmetic processing statements
(ADD, COMPUTE, DIVIDE, MULTIPLY, SUBTRACT) and in logical condition criteria:
| Function | Format/Length | Explanation |
|---|---|---|
ABS(field)
|
same as field
|
Absolute value of field.
|
ATN(field)
|
F8 | Arc tangent of field.
|
COS(field)
|
F8 |
Cosine of field. If the value of the field is equal to or
greater than 1017, |
EXP(field)
|
F8 | Exponentiation of exponent field to base e , that is, efield, where e is Euler's number. |
FRAC(field)
|
same as field
|
Fractional part of field.
|
INT(field)
|
same as field
|
Integer part of field.
|
LOG(field)
|
F8 |
Natural logarithm of A negative value in the argument field will be treated as positive. |
SGN(field)
|
same as field
|
Sign of field (-1, 0, +1).
|
SIN(field)
|
F8 |
Sine of If the value of the |
SQRT(field)
|
(*) |
Square root of A negative value in the argument field will be treated as positive. |
TAN(field)
|
F8 |
Tangent of If the value of the |
VAL(field)
|
same as target field |
Extract numeric value from an alphanumeric
If the target field is not long enough, decimal digits will be truncated (see also Field Truncation and Field Rounding in the section Rules for Arithmetic Assignment of the Programming Guide). |
* This function is evaluated as follows:
If field has format/length F4,
format/length of SQRT(field) will be F4.
If field has format/length F8 or I,
format/length of SQRT(field) will be F8.
If field has format N or P, see Precision of Results of
Arithmetic Operations for format/length of
SQRT(field).
A field to be used with a mathematical function -
except VAL - may be a constant or a scalar; its format must be numeric (N),
packed numeric (P), integer (I), or floating point (F).
A field to be used with the VAL
function may be a constant, a scalar, or an array; its format must be alphanumeric.
** Example 'MATHEX': Mathematical functions ************************************************************************ DEFINE DATA LOCAL 1 #A (N2.1) INIT <10> 1 #B (N2.1) INIT <-6.3> 1 #C (N2.1) INIT <0> 1 #LOGA (N2.6) 1 #SQRTA (N2.6) 1 #TANA (N2.6) 1 #ABS (N2.1) 1 #FRAC (N2.1) 1 #INT (N2.1) 1 #SGN (N1) END-DEFINE * COMPUTE #LOGA = LOG(#A) WRITE NOTITLE '=' #A 5X 'LOG' 40T #LOGA * COMPUTE #SQRTA = SQRT(#A) WRITE '=' #A 5X 'SQUARE ROOT' 40T #SQRTA * COMPUTE #TANA = TAN(#A) WRITE '=' #A 5X 'TANGENT' 40T #TANA * COMPUTE #ABS = ABS(#B) WRITE // '=' #B 5X 'ABSOLUTE' 40T #ABS * COMPUTE #FRAC = FRAC(#B) WRITE '=' #B 5X 'FRACTIONAL' 40T #FRAC * COMPUTE #INT = INT(#B) WRITE '=' #B 5X 'INTEGER' 40T #INT * COMPUTE #SGN = SGN(#A) WRITE // '=' #A 5X 'SIGN' 40T #SGN * COMPUTE #SGN = SGN(#B) WRITE '=' #B 5X 'SIGN' 40T #SGN * COMPUTE #SGN = SGN(#C) WRITE '=' #C 5X 'SIGN' 40T #SGN * END
Output of program MATHEX:
#A: 10.0 LOG 2.302585
#A: 10.0 SQUARE ROOT 3.162277
#A: 10.0 TANGENT 0.648360
#B: -6.3 ABSOLUTE 6.3
#B: -6.3 FRACTIONAL -0.3
#B: -6.3 INTEGER -6.0
#A: 10.0 SIGN 1
#B: -6.3 SIGN -1
#C: 0.0 SIGN 0