(b) Solve by Gauss Seidal Iteration method $3 x+2 y=4.5,2 x+3 y-z=5,-y+2 z=-0.5$. Use Initial approximation $x_{0}=0.4, y_{0}=1.6, z_{0}=0.4$.

Explanation

The Gauss Seidal Iteration method is a numerical method used to solve systems of linear equations. It is based on the idea of iteratively improving the approximations of the solution until convergence is achieved.

(b) Solve by Gauss Seidal Iteration method $3 x+2 y=4.5,2 x+3 y-z=5,-y+2 z=-0.5$. Use Initial approximation $x_{0}=0.4, y_{0}=1.6, z_{0}=0.4$.

Explanation

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