This code will help you, and it's fairly self-explanatory:
#include <stdio.h> /* Standard Library of Input and Output */
#include <complex.h> /* Standard Library of Complex Numbers */
int main() {
double complex z1 = 1.0 + 3.0 * I;
double complex z2 = 1.0 - 4.0 * I;
printf("Working with complex numbers:\n\v");
printf("Starting values: Z1 = %.2f + %.2fi\tZ2 = %.2f %+.2fi\n", creal(z1), cimag(z1), creal(z2), cimag(z2));
double complex sum = z1 + z2;
printf("The sum: Z1 + Z2 = %.2f %+.2fi\n", creal(sum), cimag(sum));
double complex difference = z1 - z2;
printf("The difference: Z1 - Z2 = %.2f %+.2fi\n", creal(difference), cimag(difference));
double complex product = z1 * z2;
printf("The product: Z1 x Z2 = %.2f %+.2fi\n", creal(product), cimag(product));
double complex quotient = z1 / z2;
printf("The quotient: Z1 / Z2 = %.2f %+.2fi\n", creal(quotient), cimag(quotient));
double complex conjugate = conj(z1);
printf("The conjugate of Z1 = %.2f %+.2fi\n", creal(conjugate), cimag(conjugate));
return 0;
}
with:
creal(z1)
: get the real part (for float crealf(z1)
, for long double creall(z1)
)
cimag(z1)
: get the imaginary part (for float cimagf(z1)
, for long double cimagl(z1)
)
Another important point to remember when working with complex numbers is that functions like cos()
, exp()
and sqrt()
must be replaced with their complex forms, e.g. ccos()
, cexp()
, csqrt()
.