Systems of Equations with Complex Coefficients Solver

An online calculator to solve systems of equations with complex coefficients is presented. The calculator accepts any number of equations with the number of variables equal to the number of equations. The solutions are given in complex and polar forms.
Example
Solve the system
$\begin{array}{lclcl} (15 + 10 i)\; x_1 + (4.8 - 7 i) \; x_2 + 3 \; x_3 & = & 5+8i \\ -3 \; x_1 - (4 i) x_2 - (2 + 2 i) x_3 & = & -i \\ (3 - 7 i) \; x_1 + (- 9 i) x_2 - (2 - 8i) x_3 & = & 2 \end{array}$.
Enter Number of Equations: $m =$     Number of Decimals:

Enter coefficients and constants as complex number of the form "( real part , imaginary part )" as shown below.

Change values of coefficients in above matrix (if needed) and click