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3.2x2+x40.5x5=02.1x1+2.2x2+7.5x31.9x4+x5=2.410x1+3x2+1.2x4+5.5x5=72x1+x25.8x311x4x5=6.23x13x34x4+11x5=2.7 Problem 3: Create a MATLAB function M-file to solve the system of linear equations (2) by Gauss-Seidel iteration. Note that yet again this is

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3.2x2+x40.5x5=02.1x1+2.2x2+7.5x31.9x4+x5=2.410x1+3x2+1.2x4+5.5x5=72x1+x25.8x311x4x5=6.23x13x34x4+11x5=2.7 Problem 3: Create a MATLAB function M-file to solve the system of linear equations (2) by Gauss-Seidel iteration. Note that yet again this is the same system of equations as we considered above. You will find that if applied directly to the equations as given the Gauss-Seidel iteration struggles to even be implementable let alone to converge. Explain what is going wrong

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