C++ provides various mathematical functions like fabs(), fmod(), log(), modf(), pow(), sqrt(), sin(), cos(), abs() etc. that aid in mathematical calculations.
C++ Mathematical Functions List
Arguments are the values required by a function to work upon. Following table, lists some commonly used mathematical functions and
their purpose :
Some Mathematical Functions in math.h
| Function |
Prototype |
Description |
Example |
| acos |
double acos(double arg) |
The acos() function returns the arc cosine of arg.
The argument to acos() must be in the range -1 to 1;
otherwise, a domain error occurs. |
double val = -0.5;
cout<<acos(val); |
| asin |
double asin(double arg) |
The asin() function returns the arc sine of arg.
The argument to asin() must be in the range -1 to 1 |
double val = -10;
cout<<asin(val); |
| atan |
double atan(double arg) |
The atan() function returns the arc tangent of arg |
atan(val);
(val is a double type identifier) |
| atan2 |
double atan2(double b, double a) |
The atan2() function returns the arc tangent of b/a. |
double val = -10;
cout<<atan2(val, 1.0); |
| ceil |
double ceil(double num) |
The ceil() function returns the smallest integer represented as a double not less than num |
ceil(1.03) gives 2.0 ceil (-1.03) gives -1.0 |
| cos |
double cos(double arg) |
The cos() function returns the cosine of arg.
The value of arg must be in radians |
cos(val)
(val is a double type identifier) |
| cosh |
double cosh(double arg) |
The cosh() function returns the hyperbolic cosine of arg.
The value of arg must be in radians |
cosh(val);
(val is a double type identifier) |
| exp |
double exp(double arg) |
The exp() function returns the natural logarithm e raised to the arg power |
exp(2.0) gives the value of e2 |
| fabs |
double fabs(double num) |
The fabs() function returns the absolute value of num |
fabs(1.0) gives 1.0
fabs(-1.0) gives 1.0 |
| floor |
double floor(double num) |
The floor() function returns the largest integer (represented by double) not greater than num |
floor(1.03) gives 1.0
floor(-1.03) gives -2.0 |
| fmod |
double fmod(double x, double y) |
The fmod() function returns the remainder of the division x/y |
fmod(10.0, 4.0) returns 2.0 |
| log |
double log(double num) |
The log() function returns the natural logarithm for num.
A domain error occurs if num is negative and a range error occurs if the argument num is zero |
log(1.0) gives the natural logarithm for 1.0 |
| log10 |
double log10(double num) |
The log10() function returns the base 10 logarithm for num.
A domain error occurs if num is negative and a range error occurs if the argument is zero |
log10(1.0) gives base 10 logarithm for 1.0 |
| pow |
double pow(double base, double exp) |
The pow() function returns base raised to exp power i.e., base exp.
A domain error occurs if base = 0 and exp <= 0. Also if base < 0 and exp is not integer. |
pow(3.0, 0) gives value of 30
pow(4.0, 2.0) gives value of 42 |
| sin |
double sin(double arg) |
The sin() function returns the sin of arg.
The value of arg must be in radians |
sin(val)
(val is a double type identifier) |
| sinh |
double sinh(double arg) |
The sinh() function returns the hyperbolic sine of arg.
The value of arg must be in radians |
sinh(val)
(val is a double type identifier) |
| sqrt |
double sqrt(double num) |
The sqrt() function returns the square root of num.
If num < 0, domain error occurs |
sqrt(81.0) gives 9.0 |
| tan |
double tan(double arg) |
The tan() function returns the tangent of arg.
The value of arg must be in radians |
tan(val) |
| tanh |
double tanh(double arg) |
The tanh() function returns the hyperbolic tangent of arg.
The value of arg must be in radians |
tanh(val) |
Following is a simple example, shows few of the mathematical operations:
/* C++ Mathematical Functions */
#include<iostream.h>
#include<conio.h>
#include<math.h>
void main()
{
clrscr();
short int si = 100;
int i = -1000;
long int li = 1300;
float f = 230.47;
double d = 200.347;
cout<<"sqrt(si): "<<sqrt(si)<<endl;
cout<<"pow(li, 3): "<<pow(li, 3)<<endl;
cout<<"sin(d): "<<sin(d)<<endl;
cout<<"abs(i) : "<<abs(i)<<endl;
cout<<"floor(d): "<<floor(d)<<endl;
cout<<"sqrt(f): "<<sqrt(f)<<endl;
cout<<"pow(d, 2): "<<pow(d, 2)<<endl;
getch();
}
Here is the sample output of the above C++ program:
C++ Online Test
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