Simutaneous Equation Solver (Complex Coefficients)

     Enter number of equations with number of variables = the number of equations. Outputs in rectangular and polar form.
     Example
     Solve the system:
      \( \begin{array}{lclcl} (15 + 10 j)\; x_1 + (4.8 - 7 j) \; x_2 + 3 \; x_3 & = & 5+8j \\ -3 \; x_1 - (4 j) x_2 - (2 + 2 j) x_3 & = & -j \\ (3 - 7 j) \; x_1 + (- 9 j) x_2 - (2 - 8j) x_3 & = & 2 \end{array} \).
     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
     
     

     Outputs