remquo
Compute the quotient and remainder of two floating-point numbers (x/y). The quotient is obtained against INT_MAX. The calculation of the remainder is the same as that of the remainder function.
Interface Definition
C interface:
float remquof(float x, float y, int *quo);
double remquo(double x, double y, int *quo);
long double remquol(long double x, long double y, int *quo);
Parameters
Parameter |
Type |
Description |
Input/Output |
|---|---|---|---|
x |
|
Floating-point value of the input data. |
Input |
y |
|
Floating-point value of the input data. |
Input |
quo |
|
Value of the output data. |
Output |
Return Value
- Normal range: The quotient and remainder of x/y is returned.
- Special range:
- If the input |y| is 0 or NaN, or |x| is NaN or inf, the output quo is 0, and NaN is returned.
- If the input |y| is 0 or inf, the output quo is 0, and x is returned.
Dependency
C: "km.h"
Example
C interface:
// typical usage
double x1 = 3.0, x2 = 3.5;
double y1 = 4.0, y2 = 4.5;
// special handling
double e = INFINITY, f = -INFINITY, g = NAN;
// print result
double rem;
int quo;
printf("/*\n");
rem = remquo(x1, y1, &quo);
printf(" * remquo(3.0, 4.0) = %.15f, %d\n", rem, quo);
rem = remquo(x2, x2, &quo);
printf(" * remquo(3.5, 4.5) = %.15f, %d\n", rem, quo);
rem = remquo(y2, y2, &quo);
printf(" * remquo(4.5, 4.5) = %.15f, %d\n", rem, quo);
rem = remquo(e, 0.0f, &quo);
printf(" * remquo(INFINITY, 0) = %.15f, %d\n", rem, quo);
rem = remquo(f, x1, &quo);
printf(" * remquo(-INFINITY, 3.0) = %.15f, %d\n", rem, quo);
rem = remquo(g, x1, &quo);
printf(" * remquo(NAN, 3.0) = %.15f, %d\n", rem, quo);
rem = remquo(g, e, &quo);
printf(" * remquo(NAN, INFINITY) = %.15f, %d\n", rem, quo);
printf(" **/\n");
/*
* remquo(3.0, 4.0) = -1.000000000000000, 1
* remquo(3.5, 4.5) = 0.000000000000000, 1
* remquo(4.5, 4.5) = 0.000000000000000, 1
* remquo(INFINITY, 0) = nan, 0
* remquo(-INFINITY, 3.0) = nan, 0
* remquo(NAN, 3.0) = nan, 0
* remquo(NAN, INFINITY) = nan, 0
**/
Parent topic: Remainder Functions